QD 45 UC-NRLF o Q GIFT OF Harry East Miller A LABORATORY MANUAL OF General Chemistry For Use in Colleges BY WILLIAM C M BRAY, Professor of Chemistry in the University of California AND WENDELL M. LATIMER Instructor of Chemistry in the University of California A LABORATORY MANUAL OF | General Chemistry For Use in Colleges BY WILLIAM C. BRAY, Professor of Chemistry in the University of California AND WENDELL M. LATIMER Instructor of Chemistry in the University of California Copyright, 1921, By William C. Bray and Wendell M. Latimer Price, Fifty Cents LEDERER, STREET & ZEUS Co., Publishers BERKELEY, CALIFORNIA 1921 PREFACE The present laboratory manual has been prepared primarily for the use of students in general inorganic chemistry in the University of California. These students have usually had a year in elementary chemistry in high school, and many of them will take no further work in chemistry. No distinction is made between students on the basis of the various curricula which they are following, as we believe that a course in the fundamentals of general chemistry is equally suitable for all students. The laboratory and lecture work are correlated as closely as possible. In the present manual page references are given to Professor Joel H. Hildebrand's "Principles of Chemistry/' MacMillan, 1918, the reference book written for the course. The laboratory work is a study of chemical principles, rather than a presen- tation of descriptive material. It is hoped that the division of the manual into Sections, and the statements in the first paragraphs of the various Assignments, will materially assist the student in recognizing the relation between the experimental details and the principles involved. When the course extends over two terms, as at the University of California, a satisfactory division is to take Sections I to III in the first term, though in some cases it may be possible also to begin the first Assignment on Qualitative Analysis. It is recommended that the Assignments in the last two Sections be taken in the order noted in the text. The following editions of the manual have been printed : Laboratory Directions in Chemistry 1A, edited by William C. Bray, 1915; 21 Assignments. A Labora- tory Manual of General Chemistry, William C. Bray and Ludwig Rosen stein, 1916; 26 Assignments. The, 6 s^rne, . revised, by. William C. Bray, 1917; 31 Assignments; reprinted 1918, \9i9,l92^J frfiS present manual contains 5 Sections with a total of 30 Assignments, and is an* almost complete revision of the 1917 manual. A : .::: : ".i :Y ': : :/.'"": In the development of this manual from 1912 to the present time a great deal has been contributed by the instructors in the course. We wish especially to acknowledge our indebtedness to Professors G. N. Lewis, J. H. Hildebrand, Edward Booth and E. D. Eastman and to Doctors Ludwig Rosenstein and W. L. Argo. WILLIAM C. BRAY, WENDELL M. LATIMER. June, 1921. * a TABLE OF CONTENTS Pago Note to Students 5 Special Laboratory Directions 5 List of Apparatus 6 SECTION I. WEIGHT RELATIONS IN CHEMICAL REACTIONS. Assignment 1. A Chemical Reaction: The Synthesis of a Sulfide of Copper 7 Notes on Glass Manipulation 8 Assignment 2. The Relation between the Mass and Volume of Gases: The Determination of the Volume of a Mol of Oxygen.. 9 Assignment 3. The Reaction between Certain Metals and Hydrochloric Acid 11 Assignment 4. The Analysis of Copper Oxide 13 Assignment 5. The Reaction between an Acid and a Base in Solution. Concentration in Terms of Mols per Liter 15 Assignment 6. The Titration of Solutions of Acids and Bases : An Illustration of Volumetric Analysis 17 Assignment 7. Volumetric Analysis, Continued : The Determination of the Equivalent Weight of an Unknown Acid 19 SECTION II. IONIC THEORY. RAPID REVERSIBLE REACTIONS AND EQUILIBRIUM Assignment 21. Solutions of Strong Electrolytes 21 Assignment 22. Strong and Weak Acids. The Use of Indicators to Measure Hydrogen Ion Concentration 23 Assignment 23. Strong and Weak Bases. The Use of Indicators to Measure Hydroxide Ion Concentration 26 Assignment 24. Rapid Reversible Reactions and Equilibrium 27 Assignment 25. The Reversibility of Neutralization Reactions. Hydrolysis.... 30 SECTION III. REACTIONS OF IONS Assignment 31. The Properties of Sodium, Potassium and Ammonium Ions. Tests for Chloride, Sulfate and Nitrate Ions 33 Assignment 32. Calcium Ion 36 Assignment 33. Carbonate Ion, Bicarbonate Ion and Carbonic Acid 38 Assignment 34. Sulfates, Chlorides and Nitrates of Copper, Silver and Zinc 42 Assignment 35. Hydroxides of Copper, Silver and Zinc 44 Assignment 36. Complex Ions of Copper, Silver and Zinc with Ammonia 46 Page Assignment 37. Carbonates and Sulfides of Copper, Silver and Zinc 48 Assignment 38. Review of the Chemistry of Positive Ions Already Considered - 50 SECTION IV. REACTIONS OF IONS, CONTINUED Assignment 41. Oxidation and Reduction. Replacement Reactions. Electrical Cells 52 Assignment 42. Oxidation of Metals to their Ions. Table of Oxidizing and Reducing Agents 54 Assignment 43. Ferrous and Ferric Ions 56 Assignment 44. Mercurous and Mercuric Ions 58 Assignment 45. Lead Ion, Chromate Ion 61 Assignment 46. Stannous and Stannic Ions. Amphoteric Sulfides 61 Assignment 47. Ions of Aluminum and of Chromium. Peroxides 62 SECTION V. QUALITATIVE ANALYSIS Assignment 51. The Development of a Scheme of Analysis for a Limited Number of Positive Ions 65 (To follow Assignment 38) Assignment 52. The Standard Scheme of Analysis. Methods of Dissolving Difficulty Soluble Substances 67 (To follow Assignment 44) Assignment 53. Lead, Tin, Aluminum, Chromium and Barium in the Scheme of Analysis 70 (To follow Assignment 47) NOTE TO STUDENTS 1. Decide what is the real purpose of each Assignment. Before beginning the experimental work and preferably before coming to the laboratory, read the first paragraphs of the Assignment, study carefully the References, and review earlier, related work. In general look for the connection between the lectures and laboratory work and between each Assignment and the preceding ones. 2. Master each idea before proceeding to the next one. Form the habit of at once consulting the instructor whenever you are not certain of the cor- rectness of your answer to questions and of your conclusions from the experi- ments. The frequent short written examinations will be of great assistance to you in deciding whether or not you have really understood the work. 3. An average student who has understood the earlier work can complete an Assignment in the regular laboratory time allotted to it. Students who can- not finish in the stated time, announced by the instructor, must consider them- selves behind the class, and should plan immediately to do extra work at home and in the laboratory. For their convenience the building is open from 8:00 A.M. to 4:30 P.M. (Saturdays 8:00 to 12:00). 4. Your success depends upon your own efforts. If you are in serious difficulty then there is something wrong with your methods. The instructor can assist you in finding out what is wrong, but he cannot do your work for you. No effort on his part can make up for lack of initiative on your part, failure to assume the responsibility of mastering each idea, or inability to improve your method of doing the work. SPECIAL LABORATORY DIRECTIONS 5. A laboratory note book about 6^ inches wide, opening at the side, and not loose-leaved, is recommended. This book and the laboratory manual will be needed at each meeting of the laboratory section, including the first one. 6. The recording of experiments, observations and conclusions at once in the note book is an essential part of the laboratory work. Entries made from memory or from memoranda on scraps of paper are not records of the experi- mental work. The value of the original record is improved: by dating each day's notes; by numbering the pages of the note book; by never erasing an entry or tearing out a page; by leaving space for additions and corrections; by adopting a plan of distinguishing between the record of the experiments actually performed, and the other entries such as answers to questions, solu- tions of problems, etc. ; by making all calculations neatly at the bottom or side of the page ; and by writing entries in such a way that they will be easily under- stood when the work is reviewed. The descriptions of the experiments per- formed should be very brief when detailed directions are given in the manual, but must be complete when, as in the later work, experiments are devised by the student. A passing grade in the laboratory work will not be given unless the experiments have been completed and the results properly recorded in the note book. 7. The laboratory desk must be kept neat and dry. An old towel should be used for cleaning the desk top and another towel should be kept clean for use on apparatus. When cleaning apparatus use tap water and a brush to remove all visible dirt and rinse finally with a little distilled water. Before leaving the laboratory the apparatus should be locked up in the desk. 8. The wash-bottle should only be used to hold distilled water. Before using sterilize the mouth-piece by boiling in water, and never lend or borrow a wash-bottle. 9. The contamination of laboratory reagents can be avoided by keeping each stopper clean and replacing it at once in the proper bottle, and by never pouring anything back into a reagent bottle. 10. Experiments which give rise to disagreeable or dangerous fumes must always be performed out of doors or in a fume-closet. 11. At the first meeting of each laboratory section the instructor will dis- tribute the desk keys together with lists of apparatus similar to the one given below. Check the apparatus in the locker, exchange damaged articles at the office, sign the list of apparatus (surname first) and return it to the instructor. Begin work on Assignment I. LIST OF APPARATUS 1. Regular equipment of each locker. Additional articles may be obtained at the office by filling out an "order slip" and signing your name and locker number. Whenever any article is returned to the office sign a "return slip." At the end of the term the locker must contain the same amount of apparatus, no more and no less; the locker must be clean; the apparatus must be clean and dry, and in good condition; glass stoppers must fit, and be protected by the insertion of a piece of paper. 1 Key. 5 Beakers, 100 cc., 150 cc., 250 cc., 400 cc., 600 cc. 5 Reagent Bottles. 2 Sample Bottles, 50 cc. 1 Graduated Cylinder, 50 cc. 4 Flasks, 500 cc., 250 cc., and two 125 cc. 1 Wash-bottle, equipped with glass tubing and rubber stopper. 2 Funnels. 2 Blue Glasses. 2 Glass Rods, 12 cm. and 18 cm. 30 cm. Glass tubing.* 12 Test-tubes. 1 Watch Glass. 1 Casserole. 1 Crucible, with cover. 2 Evaporating Dishes. 1 Crucible Tongs. 1 Bunsen Burner, with rubber tubing. 1 Iron Wire.* 1 Wire Gauze.* 1 Triangle. 1 Test-tube Brush.* 1 Test-tube Holder. 1 Test-tube Rack. 1 Package Filter Paper.* 1 Rule. 2 Towels. Litmus Paper* in a bottle. 2. The following additional articles may be obtained at the office : (a) By signing the regular order slips. Small short-stemmed funnels ; glass flasks, 50 cc. ; matches * ; corks ; rubber stoppers. (b) By signing "temporary order ships." Special apparatus for Assignments 2 and 4; burettes, with clamps and pinch-cocks; graduated cylinders, 10 cc. and 250 cc. ; thermometers ; paraffin. These articles should be returned when possible during the same laboratory period. *Not returnable. At the end of the first term students should retain these articles for use in the second term. SECTION i v /.\ \ fj \ \- v K - / WEIGHT RELATIONS IN CHEMICAL REACTIONS ASSIGNMENT 1 A CHEMICAL REACTION : THE SYNTHESIS OF A SULPHIDE OF COPPER References. Hildebrand, Principles of Chemistry, Chapter I, and pages 40-43. 1. In Assignment 1 we shall study quantitatively a chemical reaction in which two elements, * a metal and a non-metal unite to form a pure compound. The experiment consists in determining the weight of the compound that is formed from a weighed amount of copper when heated with excess of sulfur. From these experimental data, and the atomic weights of the two elements, the relative number of atoms of copper and sulfur in the compound will be calculated. Questions. If 3.04 grams of a certain metal, when burned in oxygen, yield 5.04 g. of a pure compound of the metal and oxygen, what weight of oxygen will combine with 1.00 g. of this metal? What additional information is necessary before the relative number of atoms of the two elements in the compound can be calculated ? 2. Experiment. Support a clean porcelain crucible, with a cover, on a triangle and heat with the colorless flame of a bunsen burner to low r redness. Let the crucible cool about 10 minutes, and weigh it, with the cover, to 10 milligrams. Note. Do not make any weighings until instructions in the use of the balance have been given. 3. While the crucible is cooling obtain from the shelf a clean piece of copper wire, weighing about 1 gram, and weigh it to 10 mg. 4. Place the copper in the weighed crucible and add enough powdered sulfur to cover the copper. Place the cover on the crucible and heat gently (with a small flame) until the sulfur ceases to burn at the edges of the cover, but do not remove the cover while the crucible is hot. Then heat more strongly until the bottom of the crucible just becomes dull red. Again allow to cool about 10 minutes and weigh. 5. Carefully remove the cover and note the appearance of the contents of the crucible, but do not touch the substance. If there is any free sulfur on the cover or the wall of the crucible, replace the cover, heat the crucible and cover, and weigh again. Check the accuracy of the final weight by adding a small quantity of sulfur and repeating the experiment ; continue until two consecutive results agree within 10 mg. At the end of the experiment remove the substance formed, break it and describe its properties. Clean the crucible with hot nitric acid in a porcelain dish, wash with distilled water, dry by heating, and check the original weight. 6. Questions. What conclusions can you draw from each of the following observations: (a) the properties of the product are different from those of either copper or sulfur; (b) the product appears to be homogeneous and its weight is greater than that of the copper used? What additional evidence is necessary to prove that the product is a pure substance and not a solid solution? 7. Calculations. Summarize your experimental results and make the calcula- tions necessary to complete a table similar to the following: * It is suggested that the student form the habit of writing out the meaning of each italicized word in the text and of giving an example whenever possible. [7] (a) Weight of crucible (b) Weight of copper (c) Weight of crucible and product (d) Weight of product (e) Difference between (d) and (b) First Second Value Weighing Weighing Chosen Calculate what the increase in weight (e) would have been if one gram-atom of copper had been used in the experiment, and enter in the table as line (/) ; show this result to your instructor at once. How does this number compare with the atomic weight of sulphur? How many gram atoms of sulfur have combined with one gram atom of copper? What, then, is the simplest formula of the substance formed? What is the corresponding molecular weight? Write the equation for the reaction, and write out in words what this equation means, in terms of (a) atoms and molecules, (b) gram atoms and mols, (c) grams, and (d) pounds. 8. Problems. (/) In order to determine the effect of a small error in weighing the copper repeat your calculations, Paragraph 7, using for the weight of copper a value 10 mg. greater than your experimental value. What per cent of the weight of copper is 10 mg. ? This would be the percentage error in the weight of copper if a 10 mg. error in weighing had been made. What is the corresponding percentage error in your value for the weight of sulfur that would combine with one gram atom of copper? (2) Calculate the percentage composition of the copper sulfide formed : (a) from your experimental data, and (b) from the formula and the atomic weights of copper and sulfur. Compare the results. (j) A sulfide of iron contains 53.8% iron. What is the formula? (In solving this problem consider one gram atom of iron and one gram atom of sulfur as the fundamental units for iron and sulfur. Calculate first the weight of sulfur and then the number of gram atoms of sulfur combined with one or more gram atoms of iron.) (4) The formulas of hydrogen sulfide and of ferrous sulfide are H L .S and FeS, respectively. What are their molecular weights. What weight of sulfur is contained in one mol of hydrogen sulfide? In one mol of ferrous sulfide? What weight of hydrogen sulfide could be made from one mol of ferrous sulfide? NOTES ON GLASS MANIPULATION To bend a piece of ordinary glass tubing, hold it with both hands in a fan-shaped gas flame and rotate it slowly between the thumb and fingers until a 2]/2. to 3 inch portion is uniformly heated and is soft enough to be bent to the proper angle. Set it aside to cool ; glass will remain hot enough to burn the hand for some time after it no longer appears to be hot. To cut glass tubing, scratch it with a file at the proper place, grasp it firmly on each side of this mark (protecting the hands with a cloth), and bend the tube away from the mark. Always remove the sharp edges of freshly cut glass at once with a file, or by heating in a gas flame. To draw down a piece of tubing to a capillary, heat a portion about 1 inch long in an ordinary gas flame to a higher temperature than was necessary in bending the tubing. Hold the tube with both hands and rotate it to ensure uniform heating and prevent the hot portion from sagging. Withdraw from the flame and draw apart slowly to obtain a thick-walled capillary. [81 ASSIGNMENT 2 THE RELATION BETWEEN THE MASS AND VOLUME OF GASES: THE DETERMINATION OF THE VOLUME OF A MOL OF OXYGEN References. Hildebrand, Chapter II, and pages 52 and 57 1. It is often necessary to know the volume of a given mass of a substance, or conversely the mass of a given volume. While in the case of a solid or liquid the relation between the mass and the volume must be determined for the particular substance, the problem is simplified when we are dealing with a gas, since a mol of every gas occupies nearly the same volume under similar condi- tions. In this Assignment we shall determine, under definite conditions of temperature and pressure, the volume of a known weight of oxygen and calculate the volume of one mol at standard conditions. Questions. What information is needed before you can calculate the weight of 10 cc. of mercury? A given solution of sodium chloride in water contains 25.0 percent sodium chloride and the density of the solution is 1.19 g. per cc. ; what volume of solution in cc., and in liters, contains 100 grams of sodium chloride? 2. When solid potassium chlorate is strongly heated it decomposes with the evolution of oxygen, and the loss in weight gives the weight of oxygen evolved. The volume of the oxygen is determined by measuring the volume of water displaced by an equal volume of oxygen. When pure potassium chlorate is used it must be heated in a hard glass (difficulty fusible) test-tube. The potassium chlorate decomposes more readily and at a lower temperature when a small quantity of manganese dioxide is present. The hard-glass test-tube may then be replaced by a heavy-walled test-tube of ordinary easily-fusible glass ; but care must be taken not to heat the latter tube to a higher temperature than is necessary for the reaction. The manganese dioxide is a catalyst in this reaction, and all of it may be recovered after the potassium chlorate has been decomposed into potassium chloride and oxygen. 3. Two students working together obtain from the office a heavy-walled glass tube, a rubber stopper, rubber tube, pinch-cock, clamp and small tube containing about 5 grams potassium chlorate. The yellow order slip for "special" apparatus for Assignment 2 should be signed by both students. The apparatus should be returned as soon as the experiment is finished. Each student must keep a complete record of the experiment in his notebook. 4. Experiment. Set up the apparatus according to the accompanying diagram. Since the apparatus must be gas tight, glass tubing and stoppers must be care- fully fitted. If your tubes and stoppers do not fit, exchange them at the office. Do not use the glass tubing of your wash bottle. Directions for bending glass tubing are given on page 8. 5. Place in the heavy-walled test-tube about 5 grams potassium chlorate. Add about 50 mg. manganese dioxide, estimating the amount by comparison with the sample in the laboratory; mix it with the potassium chlorate, by jarring the tube; and wipe off any powder that is on the outside of the tube or on the inside near its mouth. Assemble the apparatus as before. 6. Heat the tube gently with a moving gas flame, leaving the pinch-cock open on the rubber tube outlet. Moisture will appear on the walls of the test-tube, which shows that the potassium chlorate and manganese dioxide were not perfectly dry. Gradually warm the tube to within about one inch of the stopper and at the same time heat the potassium chlorate until gas evolution begins and some water passes over into the beaker. Drive out the moisture with the oxygen by carefully heating the walls of the tube, but do not scorch the rubber stopper. When 50 to 100 cc. water have passed into the beaker, allow the apparatus to cool; close the pinch-cock near the outer end of the rubber tube, which should now be filled with water. Disconnect the chlorate tube, and weigh it with the dry material inside to 10 mg. 7. Immediately replace the tube in its proper position, open the pinch-cock while the end of the delivery tube is under the water, raise the beaker until the surfaces of the water inside and outside the flask are at the same level, close the pinch-cock again, place a dry beaker under the delivery tube, and open the pinch- cock. If the water continues to siphon into the beaker your apparatus is not gas tight and must be rebuilt. Again heat the tube gradually until gas evolution begins, and continue to heat the potassium chlorate carefully and not too strongly until from 250 to 300 cc. water have been forced over into the beaker. Allow the tube to cool, equalize the level of the water in the beaker and the flask, and then close the pinch-cock on the siphon tube. By means of a 250 cc. graduated cylinder measure the amount of water which the oxygen has forced out of the flask. Finally weigh carefully the hard glass tube containing the partially decomposed chlorate. Question. Why is it necessary to cool the test-tube and to have the water in the beaker and flask at the same level before closing the pinch-cock? 8. Repeat the experiment, Paragraph 7. The three weighings and two volume measurements give two independent sets of experimental data. Compare the results of your two experiments by preparing a table which will show for each experiment : the weight of oxygen, the corresponding volume of water displaced, the data referred to in 10 to 11 below, and the results of the calculations (12). 9. Clean the test-tube by placing water in it and shaking. The manganese dioxide is difficultly soluble in water, while both potassium chlorate and potas- sium chloride dissolve readily. Suggest a method of recovering the manganese dioxide and obtaining a mixture of dry potassium chloride and potassium chlorate practically free from manganese dioxide. 10. To make the calculations it will be necessary to know the barometric pressure at the time you perform each experiment, and the temperature of the water in the flask. The temperature of the water may be assumed to be that of the room, and the barometric pressure will be posted on the blackboard. Enter these data in your notebook before leaving the laboratory. Below is given a table of the vapor-pressure of water at different temperatures : Vapor Pressure of Water. Temp. C. Vapor Pressure Temp. C. Vapor Pressure 14 1.2 cm. mercury 24 2.2 cm. mercury 16 1.3 " ' " 26 2.5 " 18 1.5 " " 28 2.8 " 20 1.7 " " 30 3.2 " 22 2.0 " 32 3.5 " 11. Questions. Assuming that levels of the water in the beaker and the flask were the same when the pinch-cock was closed, what was the total pressure of the gas in the flask? What was the partial pressure of the water- vapor? Of the oxygen? 12. Calculations. From each of your two sets of experimental data, by means of the Gas Laws, calculate the volume of 1 mol (32 grams) of pure oxygen at 1 atmosphere pressure and O C. Compare your results with the value given in your text book. Your results should not differ from this value by more than F 101 5 percent (check your calculations). Show your tabulated results to your instructor, and repeat the experiment if necessary. 13. Questions. What is the formula of the oxygen molecule? What value is usually accepted as a close approximation for the volume of 1 mol of gas under standard conditions? Use this value to calculate (a) the weight of a liter of hydrogen chloride gas, HC1, under standard conditions; (b) the molecular weight of a gas whose density at standard conditions is known to be 0.001977 g. per cc. 14. Write an equation to represent the decomposition of potassium chlorate, KC1O 3 , into potassium chloride, KC1, and oxygen; and write out what this equation means in terms of (a) molecules; (b) mols, and (c) grams of the substance involved. 15. Problems, (i) One gram of potassium chlorate is completely decomposed into potassium chloride and oxygen. Calculate (a) the weight of oxygen that could be obtained ; (b) the volume of the oxygen (in liters and in cc.) at standard conditions, and (c) the volume of the oxygen at 27 C. and 750 mm. mercury pressure. (2) It is an experimental fact that 2 volumes of carbon monoxide gas react with 1 volume of oxygen to form 2 volumes of carbon dioxide gas. Give the reasoning by which, from this result you can conclude that the molecule of oxygen contains an even number of atoms. (5) The formulas of carbon monoxide and carbon dioxide are CO and CO 2 , respectively. Write the equation for the reaction considered in the preceding question, and interpret it in terms of (a) mols, (b) liters, and (c) grams. ASSIGNMENT 3 THE REACTION BETWEEN CERTAIN METALS AND HYDROCHLORIC ACID References. Hildebrand, pages 84-86, and 47-50. 1. Certain metals, aluminum, zinc, magnesium, etc., react with a solution of an acid, with evolution of hydrogen gas and formation of a salt in solution. In this assignment we shall dissolve a definite weight of a metal in excess of hydro- chloric acid, measure under definite conditions of temperature and pressure the volume of the hydrogen liberated, and calculate the weight of the metal that would form one gram-atom of hydrogen. From this result and the atomic weight of the metal we can then determine : the number of atoms of hydrogen formed when one atom of the metal reacts with the acid, the number of molecules of acid (HC1) which react with one atom of metal, and the formula of the chloride of the metal formed. Questions. What experimental facts and reasoning have led to the conclusion that the formula of the hydrogen molecule is H ? If the valence of hydrogen in HC1 is + 1 what is the valence of the chlorine in this compound? 2. The instructor will supply to each student a sample of a metal as an "unknown." Experiment. Take a portion of the metal weighing between 0.4 and 0.5 g. Clean it, if necessary. Weigh to 5 mg. 3. Obtain a small short-stemmed funnel at the office, and select a beaker of such size that the funnel when placed in it can be completely covered with water. Place the weighed metal in the beaker, place the inverted funnel over it, and pour freshly distilled water into the beaker until the funnel is completely covered. Note. Tap water contains a relatively large amount of dissolved air, and should [in not be used in this experiment unless it has been heated to boiling to expell the greater part of dissolved air. 4. Pour distilled water into a half liter flask until the water completely fills the flask. Moisten a piece of filter paper slightly larger than the mouth of the flask, cover the mouth of the flask with paper, taking care that no bubble of air remains below the paper. Invert the flask (over an empty vessel) and lower it into the beaker in such a manner that the stem of the funnel enters the neck of the flask. If a bubble of air enters the flask repeat this operation. The apparatus now consists of a beaker containing a funnel inverted over the metal, and a flask filled with water and inverted over the funnel. Place this apparatus in a large beaker or other vessel, to prevent the water from overflowing on the desk during the remainder of the experiment. 5. Insert a thistle tube or long-stemmed funnel into the water so that the lower end touches the bottom of the beaker at the rim of the inverted funnel, and through it pour 25 cc. concentrated hydrochloric acid. If the liquid is not stirred the concentrated acid, which is 1.18 times as dense as water, will remain for some time as a layer at the bottom of the beaker, and the metal will be dissolved rapidly. If all the water in the inverted flask is displaced by the hydrogen you have used too much metal or too small a flask and must begin the experiment over again. 6. When the metal has all dissolved (except a few dark-colored flakes of impurities of negligible weight), place the apparatus in a large basin of tap water and carefully remove the beaker and funnel without allowing any air to enter the inverted flask. Keep the flask in the water for several minutes in order that it may be at the same temperature as the water. Then raise or lower the flask until the level inside and outside the flask is the same. (What is now the pressure of the gas inside the flask?) While the flask is in this position, cover the mouth of the flask with the palm of the hand, remove the flask from the water and invert it. While the gas is escaping, test to prove that it is hydrogen. 7. Measure the volume of the gas which was contained in the flask by filling the flask completely with water and observing the volume needed. Record in your notebook the barometric pressure (written on the blackboard) and the temperature of the water in which the flask was immersed. 8. You now have the weight of metal taken, and the volume, at a definite temperature and pressure, of a corresponding amount of hydrogen saturated with water vapor. What is the partial pressure of the water vapor at the temperature of the experiment? What was the partial pressure of the hydrogen in the flask? 9. Calculate from these data : The volume at standard conditions that the hydrogen would occupy if it were dry. The weight of the hydrogen. (Use the molecular weight 2.016 and the volume of 1 mol of gas, Assignment 2.) The weight of metal that would have liberated 1 gram-atom of hydrogen. Report this value to your instructor, who will tell you the name of the metal if your result is correct to within about 5%. By means of the atomic weight of the metal calculate the number of atoms of hydrogen formed when 1 atom of the metal dissolves in acid. 10. Questions. How many molecules of HC1 react with 1 atom of the metal ? Assuming that the hydrogen of the acid is replaced by the metal, what is the formula of the chloride formed? What is the valence of the metal in this compound? Write the equation for the reaction. 11. Problems. (i) From the density of hydrogen at standard conditions, [12.] 0.00008987 g. per cc., calculate the actual volume of 1 mol of hydrogen. What percentage error did you make in the calculations in Paragraph 9 by assuming the value 22.40 liters. (2) If sulfuric acid, H 2 SO 4 , had been used in the above experiment instead of hydrochloric acid, the same result would have been obtained and the final solution would have contained a sulfate of the metal. Write the equation for the reaction. (j) The student will have noted that in the first three Assignments we have assumed a knowledge of atomic weights. The arbitrary choice of the unit 0=16.00 should present no difficulty, but it is often not clear why a particular value is chosen for the atomic weight of an element rather than some fraction or multiple of this value, e. g., in the case of chlorine why 35.46 is chosen instead of say 17.73 or 70.92. To illustrate how this choice is made on the basis of the experimentally obtainable quantities, molecular weight and percentage composition, the following data may be used. (The molecular weights given in the second column of the table are the accurate values, and not approximate values such as would be obtained directly from the weight of 22.40 liters of gas reduced to standard conditions.) No. Grams Chlo- Substance Molecular Weight % Chlorine rine in i Mol Chlorine 70.92 100 Hydrogen chloride 36.47 97.2 Chlorine oxide (/) 86.92 81.6 Chlorine oxide (?) 67.46 52.6 Phosphorus chloride 137.42 77.4 Carbon chloride 153.84 92.3 Calculate the values required for the fourth column of the table. What value would you choose for the atomic weight of chlorine? No compound of chlorine has even been made which contains in 1 mol less than 35.46 grams of chlorine. How many atoms of chlorine are contained in a molecule of each of the six substances listed in the table? ASSIGNMENT 4 THE ANALYSIS OF COPPER OXIDE Reference. Hildebrand, Chapter III. 1. In this Assignment, as an example of chemical analysis, we shall determine the composition of an oxide of copper. The analysis will be made by heating a weighed portion of the oxide in a current of hydrogen and weighing the metallic copper which remains. The oxygen of the oxide unites with the hydrogen to form steam. As in Assignment 1, we shall determine the formula of the compound by assuming the atomic weights of copper and oxygen. It is to be noted, however, that the results could be used to determine the relative atomic weights of copper and oxygen if the formula of the compound were known. Our experimental data, of course, will not be sufficiently accurate to make worth while the calculation of the atomic weight of copper. 2. Experiment. Two students may work together ; both should sign the order slip for "special apparatus for Assignment 4," which consists of a thick-walled hard glass test tube with a rubber stopper and glass tubes, a thistle tube, and two-holed rubber stopper, a clamp, and a calcium chloride tube (with 2 rubber stoppers, 2 glass tubes, 2 rubber tubes and 2 short glass rods). The apparatus should be returned as soon as the experiment is finished. 3. Set up a ''hydrogen generator" by fitting your half liter flask with a thistle tube extending through the rubber stopper nearly to the bottom of the flask, [13] and an outlet tube bent at right angles (see note on glass manipulation). Place in the flask about 10 grams of zinc and cover it with about 100 cc. water. To the outlet tube attach a "drying tube" (containing solid calcium chloride, which has the property of absorbing moisture). Make sure that the apparatus is air-tight and wrap the flask in a towel. 4. Set up the remainder of the apparatus according to the directions of the instructor. Dry the thick-walled glass test-tube that is to contain the copper oxide by heating it gently. When it is cool weigh it carefully, together with any portion of the apparatus that may come in contact with the copper oxide. Place in the tube about 1 gram of copper oxide, wipe off any particles that are not in the portion of the tube that is to be heated. Weigh again carefully to obtain the weight of copper oxide used. Attach the apparatus to the hydrogen generator, pour about 40 cc. concentrated hydrochloric acid down the thistle tube, and allow the hydrogen to pass through the apparatus until it has swept out the air. (Caution. Do not place a flame near the outlet nor heat the oxide while the apparatus contains a mixture of oxygen and hydrogen. A dangerous explosion might result.) Collect the gas in small test tubes by displacement of water and ignite it. Explain how this test may be used to determine when the hydrogen is no longer mixed with oxygen. 5. When pure hydrogen is passing over the copper oxide, begin to heat the oxide very gently with a small flame and continue to heat cautiously until all the oxide changes color. If moisture collects in the farther end of the tube, drive it out by heating the tube carefully. Question. Where does this moisture come from? 6. Allow the tube to cool in the current of hydrogen, and weigh it. If you have time, check this result at once by repeating the heating in the current of hydrogen and then weighing; if not, set the tube aside in order that you may do so if the results of the following calculations are unsatisfactory. 7. Calculate the number of (a) grams; (b) gram atoms of copper that are combined with 1 gram atom of oxygen. What, then, is the formula of this oxide of copper? Repeat the experiment if your results are inconclusive. 8. Write the equation for the reduction of copper oxide by hydrogen, and interpret in terms of (a) atoms and molecules; (b) gram atoms and mols, and (c) grams. 9. Calculate the percents of copper and of oxygen in this oxide of copper (a) from your experimental results; (b) from the formula and the atomic weights of copper and oxygen. 10. Problems. ( i) The formulas of cuprous oxide and cupric oxide are Cu 2 O and CuO, respectively. Write equations for the reactions between the heated oxides and hydrogen to form copper and steam. What weight of copper would be obtained from one gram of each oxide? What is the percentage composition of each oxide? (2) What weight of water could be obtained from 1 gram of cupric oxide? What volume would this amount of water occupy at 1 atmosphere pressure and (a) 4 C; (b) 273 C? What volume of hydrogen at 273 C and 1 atmosphere pressure is required to form this amount of water? Is this the amount that would be used in an experiment similar to the one actually performed? (3) What are the formulas of cuprous sulfide, cupric sulfide, and hydrogen sulfide? Cuprous and cupric sulfides are also reduced to copper when they are heated in a current of hydrogen; hydrogen sulfide is formed. Write equations for the reactions. 14 ASSIGNMENT 5 THE REACTION BETWEEN AN ACID AND A BASE IN SOLUTION CONCENTRATION IN TERMS OF MOLS PER LITER References. Hildebrand, Chapter V, pages 76-80, Chapter VIII, pages 105 and 106. 1. In this Assignment we shall study the reaction between sodium hydroxide and hydrochloric acid in solution and shall determine the amount of salt that is formed from a measured volume of sodium hydroxide solution. In the preceding Assignments the amount of a substance was determined by weighing or by measuring the volume of the pure substance. It is often more convenient to determine the quantity of a substance by measuring the volume of a solution which contains a known amount of the substance in a unit volume of the solution. The amount of the substance in a unit volume of solution is called the concentration. Question. If the concentration of a salt solution is known to be 10 g. per liter, what volume would you measure out in order to have 0.5 g. of salt? 2. It is necessary first to examine separately the properties of the three solutions, the base, acid and salt. Experiment. Prepare dilute solutions of sodium hydroxide, NaOH, and of hydrochloric acid, HC1, by diluting 5 cc. of the laboratory solution of each with 50 cc. of distilled water, and also a dilute solution of NaCl by dissolving between one and two grams of the salt in 50 cc. of distilled water. To 10 cc. portions of each of the three solutions add a few drops of litmus solution. Repeat using phenolphthalein. Taste each solution by dipping a glass rod into the liquid and touching it to the tongue. (Caution. Do not taste any substance in the laboratory unless directed to do so.) Test a drop of each solution in a colorless gas flame by means of an iron (or platinum) wire. A yellow flame proves the presence of sodium. Evaporate to dryness in a casserole 1 cc. of HC1 solution, and of NaCl solution. In each case examine if there is a residue. Question. What conclusion can you draw in regard to the volatility of water and hydrogen chloride as compared to sodium chloride? What result would you predict if a solution containing both NaCl and HC1 were evaporated? Pure sodium hydroxide is a stable non-volatile substance which would be left as a solid when a solution containing it is evaporated to dryness. (Caution. Do not evaporate alkaline solutions to dryness. Glass and porcelain are slowly attacked by hot concentrated alkaline and a porcelain dish is spoiled if an alkali residue is heated strongly in it.) Summarize in a table the properties of the three solutions examined above. 3. Experiment. Take 40 cc. of your laboratory NaOH solution, place it in a clean half liter flask and dilute with 440 cc. of distilled water. Shake the flask in order that the solution shall be uniform throughout. Cork the flask and label it "NaOH solution for Assignments 5, 6 and 7." Question. What approximately is the ratio of the initial volume of the sodium hydroxide solution to the final volume? 4. Dry a porcelain dish and watch-glass large enough to cover it. Weigh the dish and watch-glass to 10 mg. Measure out in your graduated cylinder as accurately as possible 50 cc. of the sodium hydroxide solution prepared above. Pour the solution into the weighed evaporating dish, and sufficient phenolph- thalein to give a pink color and then add small portions of your laboratory hydrochloric acid, stirring after each addition, until the solution is colorless. Approximately 5 cc. of the acid will be required to give the colorless solution. If the addition of the last portion of acid is made, a few drops at a time, it will f 151 be observed that the color changes abruptly. An excess of 1 cc. of HC1 may now be added. 5. Place the dish containing the solution on your wire gauze and heat until the solution begins to boil. Reduce the size of the flame and allow the solution to boil gently, or to evaporate slowly just below the boiling point, until the bottom of the dish is covered with solid material. Then, to avoid loss from bumping and spattering during the evaporation to dryness, cover the dish loosely with the watch-glass, leaving an open space at one side, and continue the heating, first with a small flame, then more strongly until no further trace of water-vapor is expelled. Allow the dish and residue to cool for 10 minutes while covered with the watch-glass and again weigh to 10 mg. Heat the dish and residue gently for five minutes longer, let cool, and weigh again. If the two weights are not the same within 20 mg. repeat this process until two weights are obtained which check to 20 mg. 6. Dissolve a portion of the residue in a small amount of water and test as in Paragraph 2. State what evidence you have that a reaction has taken place between the acid and base, and that the solid residue obtained is sodium chloride. Write the equation for the neutralisation reaction between NaOH and HC1 and interpret it in terms of (a) molecules, (b) mols, (c) grams of the substances involved. 7. Calculations. From the weight of NaCl found in Paragraph 5, calculate (a) the weight of NaOH which must have been present in the 50 cc. of NaOH solution, (b) the number of grams of NaOH in 1 cc. of the solution, (c) the concentration of the NaOH in grams per liter? As we shall see in the next assignment this value may not be very accurate. In addition to errors such as that made in measuring out the volume of the NaOH solution, the laboratory NaOH contains small amounts of impurities, as NaCl. 8. The reaction just considered is typical of the reaction between any acid and any base. In every case H of the acid unites with OH of the base to form water. Write the equations for the reactions between the following bases and acids, and interpret each equation in terms of mols of the substances involved : Sodium hydroxide and nitric acid Sodium hydroxide and sulfuric acid (to form two molecules of water) Barium hydroxide and hydrochloric acid Barium hydroxide and sulfuric acid. 9. Since the mol is a convenient unit of weight to use in studying chemical reactions, concentration is often expressed in terms of the number of mols of substances in a liter of solution. {Definition. A solution which contains in one liter one mol of dissolved substance is called a molal solution; one which contains in one liter one-tenth mol of dissolved substance is called a tenth molal solution, etc. Molal hydrochloric acid is designated thus: M HC1; tenth molal sulfuric acid would be written 0.1 M H 2 SO 4 , etc. Questions. Calculate the number of mols of NaCl obtained in Paragraph 5. How many mols of NaOH were there in 50 cc. of solution ? What then is the concentration of your NaOH in mols per liter? If the laboratory solution were exactly 6 M (which probably is not the case) what would this concentration be, as a result of the twelve fold dilution in Paragraph 3? 10. Problems, (i) How many (a) mols, (b) grams of sulfuric acid are in 50 cc. of 0.2 M H 2 SO 4 ? (2) What is the concentration in mols per liter of a solution which contains 5.8 g of NaCl in 125 cc. of solution. 16 ASSIGNMENT 6 TITRATION OF SOLUTIONS OF ACIDS AND BASES : AN ILLUSTRATION OF VOLUMETIC ANALYSIS Reference. Hildebrand, Chapter VIII, pages 106-107. 1. In Assignment 5 we learned that an acid and a base in solution will neutralize each other. In Assignment 6 we shall see how this reaction can be used in determining the concentration of one of these solutions when that of the other is known. The operation is called a titration. It is evident that a pure solution of a salt may be prepared by mixing the corresponding acid and base in exactly the right proportion; this end-point in the titration is determined by means of a suitable indicator .The relative concentration of the two solutions can be calcu- lated when the relative volumes of the two solutions used in the titration are known. Questions. How many mols of NaOH are required to neutralize exactly 0.01 mol of (a) HC1, (b) H,SO 4 ? How many cc. of 0.50 M NaOH solution will exactly neutralize 0.01 mol of (a) HC1, (b) H 2 SO,.? 2. Experiment. Prepare 300 cc. approximately 0.5 M HC1 from your labora- tory 6 M solution, place it in a flask and shake it. Cork the flask and label it "HC1 solution for Assignments 6 and 7." Clean a small flask and label it "known H 2 SO 4 solution/' rinse the flask with distilled water and set it aside to drain in order to have it ready for use later in this Assignment. 3. Experiment on the determination of an end-point and the choice of the indicator to be used in the titration. Dissolve approximately 0.5 g. NaCl in about 50 cc. water, add 2 drops phenolphthalein and stir the solution. Add NaOH solution (approximately 0.5 M) drop by drop, stirring after each drop is added, and note how many drops are needed to give a distinct color. Then determine how many drops of your 0.5 M HC1 solution are required to decolorize the solution. Note. Small drops are conveniently added from a glass tube drawn out to a point, the solution being held in the tube by placing the finger over the upper end of the tube. Be sure that the tube is clean ; before using, rinse it once with the solution. Repeat the experiment with litmus solution instead of phenol- phthalein, and determine whether the change in color gives a satisfactory end- point for the titration of HC1 and NaOH solutions. Finally determine the nature of the end-point with each indicator when about 1 g. sodium sulfate, Na 2 SO 4 - 10 H 2 O is used instead of NaCl. 4. The volumes of the solutions used in a titration are measured by means of burettes; these are uniform glass tubes graduated in cubic centimeters and tenths (or fifths) of cubic centimeters. Two burettes will be placed on your desk before the beginning of the Assignment. At the end of the period rinse them with distilled water and leave them on your desk. 5. Experiment. Fill each burette with distilled water. Air may be removed from the small tube below the pinch-cock by tilting the tip upward and allowing the liquid to flow through the pinch-cock. Question. Why is it necessary to remove any bubble of air trapped in this small tube? Practice reading a burette: bring your eye to the same level as the liquid and note the reading of the burette corresponding to the bottom of the meniscus; repeat until consecutive readings check to better than 0.05 cc. Question. Why is it important to have the eye at the same level as the liquid before making a reading? Never attempt to adjust the volume of the solution in a burette so that the reading will be some exact amount. Allow the water to flow slowly out of the burette. If drops remain on the inner surface of a burette, exchange it at the office for a clean one. 6. Rinse one burette with a little of your approximately 0.5 molal HC1 solution, and fill the burette with this solution. Rinse and fill the other burette with the 0.5 molal NaOH solution. [ 171 7. Record the readings of the burettes side by side in your note-book ; run about 15 cc. of the acid solution into a clean beaker or flask standing on white paper, and record the final burette reading under the initial reading. Add two drops of phenolphthalein, and about 20 cc. distilled water. Then run in the sodium hydroxide solution from the other burette, a little at a time, and towards the end, very carefully, a drop or two at a time, stirring the mixture constantly, until the faintest perceptible permanent pink color is obtained. Wash down the inside of the beaker by means of a jet of water from the wash bottle. If two much of the basic solution is added, decolorize the solution by adding a little of the acid and determine the end-point again. Record the final readings of each burette, and the actual volumes of each solution used in titration. Calculate the volume of sodium hydroxide necessary to neutralize one cubic centimeter of the hydrochloric acid. 8. Repeat this experiment, using about 20 cc. of the acid solution, and in each case make the same calculations. Do not fill up the burette each time unless there is not enough solution in it for the titration. 9. Questions. If the error in measuring out a volume of solution by means of a burette is 0.10 cc. what is the percentage error if 1 cc. of solution is measured? If 20 cc. of solution are measured? Why is it important not to use less than 10 cc. in any titration? 10. Compare the volume ratios calculated from two titrations. If the result differs from the average by more than 1%, perform additional titrations until you are satisfied that you have determined the volume ratio with an accuracy better than 1%. 11. Questions, (a) From an examination of the equation for the neutraliza- tion of sodium hydroxide by hydrochloric acid state the ratio of the number of mols of acid and base added to the beaker when exact neutrality was reached. (b) From your average volume ratio state which solution, acid or base, is the more concentrated, and what is the ratio of the concentrations. 12. Take your clean, dry, labelled flask, Paragraph 2, to the office to obtain a sulfuric acid solution of known concentration. 13. Empty the HC1 out of the burette, rinse it with about 5 cc. of the sulfuric acid solution of known concentration, and fill it with the sulfuric acid solution. Determine the volume ratio as before from three (or more) titrations. From the volume ratio and the reaction between sodium hydroxide and sulfuric acid calculate the concentration of the sodium hydroxide solution in mols per liter. Calculate also the concentration of your hydrochloric acid solution. 14. Make a list of the sources of error. (Many of them have been mentioned in the above directions.) 15. Save the remainder of the NaOH and HC1 solutions, whose concentration you have determined, in corked flasks for use in Assignment 7. 16. Problems, (i) How many cc. of 0.01 M Ba(OH) 2 will be required to neutralize 10 cc. of 0.5 M HC1? (2) What is the concentration in mols per liter of a sulfuric acid solution, 25 cc. of which neutralizes 20 cc. of 0.20 M NaOH? [18 ASSIGNMENT 7 VOLUMETIC ANALYSIS, CONTINUED: THE DETERMINATION OF THE EQUIVALENT WEIGHT OF AN UNKNOWN ACID Reference. Hildebrand, Chapter VIII, pages 108-111. 1. In Assignment 7 there will be introduced another unit of quantity, the equivalent. This unit and the corresponding unit of concentration, equivalents per liter, are frequently more convenient than the units, mol and mols per liter The mol and equivalent are identical for HC1, HNO 3 , NaOH, NaCl, etc., but a mol of H 2 SO 4 , Ba(OH) 2 or Na 2 SO 4 , etc., contains two equivalents. A solution which contains one equivalent in a liter is called a normal solution and is desig- nated i N. The convenience of this unit of concentration depends upon the fact that when one equivalent of any acid reacts with one equivalent of any base the resulting solution contains one equivalent of the corresponding salt. Question. What is the normal concentration of a molal solution of H 2 SO 4 , NaOH and Na 2 SO 4 respectively? How many equivalents of acid can be neutralized by 10 cc. of 0.1 N NaOH? Calculate the normal concentrations of your solutions of NaOH, HC1 and H 2 SO 4 used in Assignment 6. 2. Weighed .portions of an unknown solid acid will be titrated with your NaOH solution. By means of the concentration of the NaOH solution (determined in Assignment 6) the number of grams in one equivalent of the acid will be calcu- lated. The correctness of this result depends of course, on the accuracy of your work in Assignment 6. It is to be noted that if you had started with a solid and of known equivalent weight, you could have used the results obtained in this Assignment to determine the concentration of the sodium hydroxide solution. 3. Experiment. Obtain from the office a sample bottle containing approxi- mately 2 grams of a crystalline acid of unknown composition. Clean two % liter flasks and label them No. 1 and No. 2. Weigh the sample bottle with its cork and contents. Remove the cork, taking care that none of the solid which may be sticking to it drops off, and shake about one gram into flask No. 1. Replace the cork and weigh again. Shake the remainder of the sample into flask No. 2, and weigh the empty sample bottle and -cork. All weighings should be made to 5 mg. 4. Dissolve the contents of each flask in about 50 cc. of distilled water, add two drops of phenolphthalein and titrate to the appearance of the first pink color with the sodium hydroxide solution prepared in Assignment 8. If you should pass the end-point in a titration add from a second burette an acid solution of known concentration until the pink color is discharged, and again titrate to the end-point with the sodium hydroxide. 5. For each sample calculate the number of cubic centimeters of NaOH solution needed to neutralize 1 gram of the acid. If the results differ by more than 2% repeat the experiment. 6. From your two (or more) measurements obtain an average value of the number of cubic centimeters of sodium hydroxide solution per gram of acid. From this average value and the concentration of the NaOH solution calculate the number of mols of NaOH needed to neutralize 1 gram of the acid. 7. Questions. How many equivalents are in one gram of the acid? How many grams are in one equivalent of the acid? Report this value to your instructor at once. If your result is unsatisfactory check your calculations in Assignments 6 and 7 and repeat as much of the work as is necessary. 8. Problems, (i) Among the acids suitable for this Assignment are: oxalic H 2 C 2 O 4 2H 2 O ; citric, H 3 C 6 H 5 O 7 H 2 O ; tartaric, HX 4 H 4 O e and potassium acid sulfate, KHSO 4 . Write the equations for the reaction between NaOH and (a) [19] oxalic acid to form Na 2 C 2 O 4 , and (b) KHSO 4 ; and calculate the equivalent weight of the acid in each of these reactions. (2) What is the normal concentration of a sulfuric acid solution, 25 cc. of which neutralizes 20 cc. of 0.20 AT NaOH? (j) Chemically pure ("C. P.") sulfuric acid, nitric acid, hydrochloric acid and ammonia, as supplied by the manufacturers, are concentrated aqueous solutions of these substances. The concentration of each solution is guaranteed not to be less than a certain minimum value, and this is tested by measuring the density (or the specific gravity). The following table contains the density and the percentage composition by weight of the concentrated laboratory reagents. Density Concentration, g. per cc. % by weight Equivalents per liter H 2 SO 4 1.84 95.6% H 2 SO 4 HNO 3 1.42 69.8% HNO 3 HC1 ' 1.19 37.2% HC1 NH 4 OH 0.90 57.5% NH 4 OH For each solution calculate the normal concentration and record the results in the fourth column of the table. Caution! The concentrated acids, especially sulfuric and nitric, produce dangerous burns and should not be used carelessly. When you are directed to use one of these acids carefully pour just enough of it for your experiment into a dry beaker. 20 SECTION II IONIC THEORY RAPID REVERSIBLE REACTIONS AND EQUILIBRIUM ASSIGNMENT 21 SOLUTIONS OF STRONG ELECTROLYTES. IONIC EQUATIONS Reference. Hildebrand, Chapter X, pages 124-137. 1. This Assignment, which contains no experimental work, is introduced in order that the student may become familiar with the fundamental ideas under- lying the Ionic Theory before proceeding to use these ideas in the following Assignments. 2. The use of the terms acids and bases in designating two distinct groups of substances implies that the members of each group have a set of properties in common. The properties characteristic of all acid solutions, which were observed in Assignment 5, are ascribed to a substance called hydrogen ion, represented by the symbol H + ; and those of basic solutions to the substance hydroxide ion, written OH~. In addition to the properties of the hydrogen ion, each acid in solution has a group of properties different from those of any other acid but common to solutions of all salts of that acid. Thus, hydrochloric acid has a set of properties which is characteristic of solutions of all chlorides and is ascribed to a substance called chloride ion, Cl~. Likewise, a solution of sodium hydroxide has a group of properties which is characteristic of solutions of all sodium salts and which is attributed to the sodium ion, Na + . Questions. What is the evidence from freezing point data that there are approximately 2 mols of substance pres- ent when one mol of hydrogen chloride is dissolved in water? How does the electrical conductivity of hydrochloric acid solution support the idea that the molecule of hydrogen chloride in solution is broken up into two new substances? In what way does a chloride ion differ from an atom of chlorine, and a hydrogen ion differ from an atom of hydrogen? List briefly differences in properties of the substances hydrogen ion and hydrogen gas. 3. Many substances in dilute solution may be considered as completely ionized. These substances are called strong electrolytes and include : Practically all salts A few acids as HC1, HNO 3 and H 2 SO 4 , and A few bases as NaOH, KOH and Ba(OH) 2 . The student should memorize this list and should form the habit of thinking of solutions of strong electrolytes in terms of the ions present and not merely in terms of the specific solid, liquid or gas used in making the solution. It is impor- tant to realize, however that strong electrolytes are not ionized in the solid or gaseous state ; thus, while hydrochloric acid and sodium chloride solutions consist of H + and Cl~ and Na + and Cl~, respectively, gaseous HC1 and solid NaCl are not ionized, and each has its own specific properties. Questions. What are the principal substances present in each of the following solutions and what is the approximate concentration of each substance in mols per liter : (/) A solution which contains 0.1 mol of H 2 SO 4 in 1 liter. (Answer. H + and SO 4 ~" at concentrations 0.2 M and 0.1 M, respectively). (-2) A solution which contains 0.2 mol of NaOH in 1 liter. (5) A solution which contains 0.1 mol of Na SO 4 and 0.1 mol of NaCl in 1 liter. [21] (4) A solution which is made by mixing equal volumes of (i) and (2). 4. Ionic equations. Having realized what substances are present in solutions of strong electrolytes we are now in a position to interpret reactions involving such solutions. We shall first consider what is the ionic reaction when a strong acid neutralizes a strong base, and shall take as an example the reaction between sulfuric acid and sodium hydroxide solutions. The equation H,SO 4 + 2NaOH = 2H 2 O + Na 2 SO 4 is a statement of the reaction that takes place whenever H 2 SO 4 and NaOH solutions are mixed, and we have seen that it may be interpreted in terms of molecules, and of mols, equivalents, grams, or any other weight units. It records no. experimental details, such as volumes or concentrations of solutions, or the use of either reagent in excess; and additional notes are necessary when such a record is desired. This equation can be interpreted according to the ionic theory (a) by adding a note that H 2 SO 4 , NaOH and Na 2 SO 4 are strong electrolytes and that H 2 O is a weak electrolyte, or (b) by rewriting the equation to give the same information: (2H + + SO 4 ~) + (2Na + + 2OH~) = 2H 2 O + 2Na + + SO 4 ~. It is evident that the Na + and SO 4 ~~ shown to be in the final solution were present in the two initial solutions, and that these substances have undergone no change during the reaction. It is incorrect to say that "sodium ion and sulfate ion have combined/' The reaction that has taken place is simply the formation of the weak electrolyte water: 5. The statement that a substance is a weak electrolyte is equivalent to saying that the ions of that substance cannot exist in the presence of each other except at low concentrations and it is obvious that any reaction which involves the formation of a weak electrolyte from its ions may be expected to take place. Accordingly, we shall be able to predict a number of reactions when we have classified the substances involved as strong or weak electrolytes in solution. 6. Another reaction which involves the ions of a strong electrolyte is the precipitation of a sparingly soluble salt. Again the statement that a salt, such as silver chloride, AgCl ; is sparingly soluble is equivalent to saying that its ions cannot exist together in solution except at the low concentrations corresponding to the solubility of the salt. Write the ionic equation for the reaction that takes place when dilute solutions containing equivalent amounts of NaCl and AgNO 3 are mixed. What substances are present at high concentrations in each of the initial solutions and in the final solution? Write the ionic equation for the reaction. Consider next the case in which silver nitrate solution in excess is added to a sodium chloride solution, answer the same question and write the ionic equation. It should be obvious that the reaction is the same in both cases, and that, therefore, the two equations should be identical. 7. Does anything happen in the following experiments ? A dilute solution of sodium chloride is mixed with a dilute solution of (i) potassium nitrate, (2) nitric acid? 8. Problems, (i) Write ionic equations for the following reactions: (a) A precipitate of barium sulfate, BaSO 4 , is formed by mixing solutions of barium chloride and sulfuric acid, (b) A sodium sulfate solution is evaporated to dry- ness. (c) Hydrogen chloride gas is dissolved in water. (2) The solubility of lead iodide, PbI 2 , is 0.002 mol per liter at 18. What is the concentration of the ions present in a saturated solution? (j) If the freezing point of water is lowered approximately 1.86 per mol of substance in solution in 1000 grams of water, what is the freezing point of a 0.1 molal solution of (a-) a non-electrolyte, (b) hydrochloric acid, (c) barium chloride, BaQ 2 ? [221 ASSIGNMENT 22 STRONG AND WEAK ACIDS. THE USE OF INDICATORS TO MEASURE HYDROGEN ION CONCENTRATION Reference. Hildebrand, Chapter X, pages 138-142. 1. Indicators can be used to measure the concentration of hydrogen ion, or of hydroxide ion, in a solution. The color change for each indicator occurs in a definite range of concentrations of hydrogen ion (or hydroxide ion), which is characteristic of the indicator. In the present Assignment, by using solutions of known concentration of the strong acids listed in Assignment 21, we shall develop a method of determining approximately the concentration of hydrogen ion in any acid solution. This indicator method will then be used to measure the concen- tration of hydrogen ion in solutions of a typical weak acid. Two reactions involving this acid will be studied. 2. Experiment. Prepare 60 cc. N HC1 by adding distilled water to the proper volume of the 6 N laboratory reagent and shaking the mixture. From this solution, or from your known HC1 solution, Assignment 6, prepare between 50 and 100 cc. of 0.10 N HC1, and from this solution prepare 50 to 100 cc. of 0.001 N HC1. On account of the error in measuring volumes by means of a graduated cylinder, and the probable variation of the concentration of the laboratory solution from 6 N, the concentrations of these solutions are known only approximately. 3. Pour into marked test tubes 10 cc. of each HC1 solution (N, 0.1 N, 0.01 N, 0.001 N) and pour 10 cc. of water into a fifth test-tube. Add to each solution from a glass tube a single drop of methyl violet solution. Hold the tubes in a verti- cal position over a piece of filter paper, look down through the surface, record the color of each solution and note the smallest concentration of hydrochloric acid that shows with this indicator a color different from that of water. If the indicator solution is so dilute that one drop does not produce a distinct color add 1 or 2 more drops, but record the number of drops, and use the same number in all the tubes. State how the indicator, methyl violet, may be used to determine the approximate concentration of a hydrochloric acid solution. (The color in the more concentrated solution will fade on standing. It may be restored by adding another drop of the indicator.) Note. Set aside the remainder of the 0.01 N and 0.001 TV" HC1 for use later in this Assignment, Paragraphs 5 and 8. 4. Experiment. Repeat the experiment with nitric acid or with sulfuric acid, using the same concentrations as before (N, 0.10 N, 0.01 N, 0.001 N). Compare the colors obtained with the different acids. Questions. Are the colors charac- teristic for each acid? If not, what substance determines the color? If hydrochloric acid is completely ionized what conclusion can you draw with respect to the ionization of nitric acid and sulfuric acid? Note. Save the 0.001 N solution for later use, Paragraph 5. 5. If you have performed the above experiments correctly and understood them you will realize that the indicator methyl violet can be used to determine, approximately, concentrations of hydrogen ion between N and 0.001 N. However, while the concentration of H + in the dilute solution, 0.001 N, (which is often written 10~ 3 N), is small compared with the normal solution, it is 10,000 times as great as in pure water. We shall now make use of the indicator methyl orange to examine solutions in which the concentration of H + is between 10~ 3 N and that of pure water, 10~ 7 N. Experiment. By a 10 fold dilution of your 10- 3 A 7 HC1 solution, prepare 50 or 100 cc. 10~ 4 N HC1; and from this prepare a 10~ 5 N solution. Test 10 cc. portions of these three solutions and of water with 1 drop of methyl orange. Repeat the experiment with nitric or sulfuric [23] acid, starting with your 10~ 3 A 7 " solution. Note. Save one of the lO' 1 N solutions for later use, Paragraph 8. 6. Summarize your results with the two indicators in a table which shows the color obtained at various concentrations of H + . Show your table to the instructor. 7 '. The weak acid which w r e shall now proceed to study is acetic acid, HC 2 H 3 O 2 . It is a white, crystalline, rather volatile solid which melts near room temperature and is very soluble in water. The formula of its sodium salt, sodium acetate, is NaC 2 H 3 O 2 . We shall abbreviate these formulas to HAc and NaAc, respectively. Questions. How many mols of acetic acid are contained in 1 liter of 6 N acid? How many mols of sodium acetate could be prepared from this quantity of acetic acid? 8. Experiment. From the laboratory 6 N HAc prepare solutions which are approximately N, 0.5 N, 0.05 N and 0.01 N. Place a 10 cc. portion of each of the acetic acid solutions (N to .01 N) in a labelled test-tube, place 10 cc. distilled water in another test-tube, and test each solution with methyl violet as in Para- graph 3. For comparison, repeat the test with HC1 solutions of suitable concentrations. (Note. In color comparisons it is not safe to trust the memory, or even written descriptions.) Determine the lowest concentration of acetic acid at which the color with methyl violet is distinctly different from that with water, and estimate approximately the concentration of hydrogen ion in two of the acetic acid solutions, say in the N and O.I N solutions. Repeat the experiment, but use methyl orange instead of methyl violet, and estimate the concentration of H + ion in the O.I N solution and in a more dilute solution. 9. The acetic acid in the solution must be present either in the form of ions, H + and Ac~, or in the un-ionized form, HAc. From your estimate of the concen- tration of H* in the 0.1 normal solution, calculate the fraction of the acetic acid which is ionized, and the fraction which is un-ionized. The fraction of the acid which is in the form of ions is called the degree of ionization. State also the concentrations of acetate ion, Ac~, and of the un-ionized acid, HAC, in the 0.1 normal acetic acid solution. Is acetic acid a weak or a strong acid? 10. Calculations. The concentration of the ions in acetic acid solutions have been determined by other methods more accurately than is possible by these color experiments. The concentrations of hydrogen ion in these solutions at room temperature are given in the following table: Concentration Concentration Concentration Concentration of Degree of acid. of H + . of Ac~. un-ionized HAc. Ionization. 1 N .004 N 0.5 AT .003 N r\N .0013 N O.OIN .0004 AT Fill in the remaining columns of the table and show your table to the instructor at once. 11. Memorize the fact that acetic acid and water are weak electrolytes. Questions. Refer to Assignment 21, Paragraph 5, and state what you would expect to happen if a solution containing Ac~ at high concentration were mixed with a solution containing H + at high concentration. What solutions would you mix to try this experiment, and how could you prove with an indicator that a reaction had taken place? 12. The reaction between sodium acetate and hydrochloric acid solutions. Experiment. Prepare some approximately half normal hydrochloric acid. Measure out two 15 cc. portions in test-tubes, and add two or three drops of methyl violet to each. Measure 10 cc. 1 N sodium acetate and add the solution, [24] a few drops at a time, to one of the 0.5 N hydrochloric acid solutions. After each addition shake the mixture, record the color and note the volume of the sodium acetate solution added. Write the equation for the reaction that has taken place between H + and Ac~. Questions. If solutions containing 0.10 mol HC1 and 0.05 mol NaAc were mixed what substances would be present in the resulting solution? What would be the concentration of each if the final volume were (a) 1 liter, (b) 500 cc.? 13. The neutralization of NaOH solution by acetic acid. The concentration of H + in an acetic acid solution is small in comparison with the total concentration of acid in the solution, but the student must not jump to the conclusion that the results of Assignments 5 and 6 on neutralization would have been materially different if acetic acid had been used throughout instead of hydrochloric acid. In the following experiment we shall study qualitatively the reaction between NaOH solution and acetic acid; cf. the quantitative experiment in Assignment 5, Paragraphs 4 and 5. Experiment. To 10 cc. 6 TV NaOH in a porcelain dish add about 8 cc. 6 A r HAc. (Does the mixture become warm?) Add 1 drop of phenolphthalein and continue to add acetic acid slowly until the solution becomes colorless; test again with the indicator (since the phenolphthalein color fades in a concentrated NaOH solution) and finally add about 2 cc. acid in excess. Evaporate the solution until crystals of salt begin to separate. (Caution. Do not evaporate the solution to dryness, since the NaAc may decompose.) Allow the mixture to cool, collect some of the moist salt, NaAc 3 H 2 O, and dry it between filter papers. Prove that the salt contains sodium by the flame test, and acetate by warming with 6 TV sulfuric acid and noting the odor of acetic acid. Question. What evidence is furnished by this experiment that the neutralization reaction HAc + NaOH == H 2 O + NaAc takes place when solutions of HAc and NaOH are mixed? The concentration of an acetic acid solution can be determined by titration with a known sodium hydroxide solution when a suitable indicator is used, phenolphthalein in this case (and if time permits the student may perform this titration). 14. We shall now examine the above reaction in the same way as we have already done in Assignment 21, Paragraph 4, in the case of the reaction between a strong acid and a strong base. Questions. Which of the four substances are strong and which weak electrolytes? What substance is present at high concen- tration in an acetic acid solution which is not present at high concentration in a sodium acetate solution? What substance is present in a NaOH solution which is not present at high concentration in sodium acetate solution? What substance is present at high concentration in a sodium acetate solution which is not present at high concentration in either of the initial solutions? Write the equation for the main reaction, and show it to your instructor. The study of this reaction will be continued in Assignment 25. V < 15. Problems, (i) 20.0 cc. acetic acid solution were found to neutralize the same volume of NaOH solution as 16.0 cc. 0.50 TV H 2 SO 4 ; phenolphthalein was the indicator in both titrations. What is the concentration of the acetic acid solution (a) in mols per liter, (b) in equivalents per liter, and (c) in grams per liter? (2) Outline experiments to distinguish between (a) 1.0 N HNO 3 and 0.10 N HNO 3 (b) A solution of nitric acid and one of acetic acid which give the same bluish color with methyl violet. [25] ASSIGNMENT 23 STRONG AND WEAK BASES. THE USE OF INDICATORS TO MEASURE HYDROXIDE ION CONCENTRATION 1. In Assignment 23 we shall develop a method of measuring approximately, by means of indicators, concentrations of hydroxide ion between normal and 10~ 7 normal, the concentration in pure water. This method will be used in studying solutions of a typical weak base. Since there is throughout a close relation with the preceding Assignment only brief direction will now be given. The student is expected to make use of the discussion and Questions in Assignment 22 in correlating the results of the two Assignments. 2. Experiment. Prepare solutions of sodium hydroxide which are approxi- mately normal, 0.1 normal, 0.01 normal, and 0.001 normal. (State in your note-book how you prepared these solutions.) To 10 cc. of each solution in a test-tube, add 1 drop of a solution of the indicator, trinitrobenzol. Record the color obtained in each case, and observe especially the most dilute solution that gives a color with the indicator. Make a second series of observations using 1 a larger amount of the indicator, say 6 drops, in each case. Note that by usirig the different amounts of indicator you can determine approximately concentra- tions of OH~ in one case between N and .01 N, and in the other between O.I N and 0.001 N. 3. Repeat the experiment with potassium hydroxide solution, and compare the colors obtained at each concentration. If sodium hydroxide in solution is completely ionized, what conclusion can you draw with respect to potassium hydroxide? What concentrations of hydroxide ion can be measured by means of this indicator, trinitrobenzol? 4. Experiment. Prepare solutions of NaOH or KOH which are approximately 10- 4 N and 1O 5 N. Test 10 cc. portions of the 10~ 3 N, 10~ 4 N and 1Q- 5 N solutions, and water with the indicator phenolphthalein. Repeat, using litmus instead of phenolphthalein. Note. Since the quantity of alkali in a given volume of these dilute solutions is extremely small it is evident that large errors in concentration may result if the test-tubes and flasks are not thoroughly washed with .distilled water before use. Check your results by preparing fresh portions of the 10~ 3 , 10~ 4 and 10~ 5 N solutions and repeating the experiment. 5. Summarize your results in a table which shows the color obtained with each indicator at various concentrations of hydroxide ion. Compare this table, and the corresponding tph^e in Assignment 22, Paragraph 6, with the table given by Hildebrand on page 181. 6. In the next experiment we shall determine the concentration of hydroxide ion in solutions of the weak base, ammonium hydroxide, NH^OH. The concen- trated laboratory reagent, cf. Assignment 7, Problem (j), is prepared by dissolving the gas ammonia, NH 3 , in water until the solution is nearly saturated with NH 3 at room temperature. Write the equation for the formation of ammonium hydroxide from ammonia and water. Ammonium sulfate, (NH 4 ).,SO4, is an example of a salt of this base. Question. What is the concentration in mols per liter and in equivalents per liter of ammonium ion, NH 4 + , and of sulfate ion in a 0.1 molal solution of ammonium sulfate? 7. Experiment. From the laboratory 6 TV NH 4 OH solution prepare solutions which are approximately N, 0.1 N, 0.01 N and 0.001 N. By experiments with the indicators trinitrobenzol and phenolphthalein (write out the details of these experiments in your note book) estimate the concentration of OH~ in at least two of these solutions. In each case give also the concentration of NH 4 + and of un-ionized NH 4 OH, and calculate the degree of ionization. Note. Accurate [261 determinations show that at each concentration the degree of ionization of ammonium hydroxide is almost the same as that of acetic acid at the same concentration; see Assignment 22, Paragraph 10. 8. The reaction between ammonium chloride and sodium hydroxide solutions. Predict what will happen when a solution of ammonium chloride is added to a solution of sodium hydroxide; cf. Assignment 22, Paragraphs 11 and 12. Plan an experiment to demonstrate this result and try the experiment. Write the ionic equation for the reaction. 9. The neutralization of H^SO^ solution by ammonium hydroxide . Experiment. To 10 cc. 6 N H 2 SO 4 in a" flask add 6 N NH 4 OH from a graduate until the solution, after shaking, has a distinct odor of NH 3 . Evaporate in a porcelain dish until a considerable quantity of salt has separated, cool the mixture, collect some of the salt and dry it between filter papers. Prove that the salt contains (a) sulfate, by dissolving some of it in water and adding barium chloride (to precipitate BaSO 4 ), and (b) the ammonium radical, by warming with sodium hydroxide solution and noting the odor of NH 3 . Give the experimental evidence and reasoning in favor of the conclusion that, when solutions of a strong acid and ammonium hydroxide solutions are mixed, the main reaction is: H + + NH 4 OH = H 2 O + NH 4 * The study of this reaction will be continued in Assignment 25. 10. Problems. (/) State how you would determine whether an unknown solution is more acidic or more basic than water. (2) Suggest experiments to distinguish between (a) 0.1 N KOH and 0.01 N KOH. (b) A solution of a strong base and one of a weak base which have the same hydroxide ion concentration. ASSIGNMENT 24 RAPID REVERSIBLE REACTIONS AND EQUILIBRIUM References. Hildebrand, Chapter XII, pages 155-171; Chapter XI, pages 145 and 148. 1. While certain reactions proceed to completion, as the transformation of metallic copper into cuprous sulfide studied in Assignment 1, many reactions do not. For example, when solutions containing equivalent amounts of a strong acid and sodium acetate are mixed, cf. Assignment 22, Paragraph 12, the resulting solution still contains about 1% of the reacting substances H + and Ac~, i. e., the reaction H + -f- Ac" = HAc, although it takes place very rapidly, stops when about 99% of the possible amount of HAc has been formed. In the final solution, the concentration of the three substances involved in the reaction are the same as in the corresponding acetic acid solution. Similarly, if we had started with pure acetic acid, which is un-ionized in the solid, liquid or gaseous state, and dissolved it in water, the reaction HAc = H + + Ac~ would have taken place rapidly, but only until about 1% of the acetic acid had been ionized. Question. From your results in Assignment 22, what would be the concentrations of H + , Ac~ and HAc in a solution made (a) by dissolving 1 mol of HAc to give a liter of solution, and (b) by dissolving 1 mol of HC1 and 1 mol of NaAc to give a liter of solution? 2. The reaction just considered is an example of a rapid, reversible reaction, and the three substances involved in this reaction are in equilibrium with each other in the final solution. In general whenever it has been shown experimentally that a reaction can be made to take place in both directions, i. e., is reversible, then it may be concluded that under suitable experimental conditions a state of equilibrium can be realized in which all the substances involved in the reaction [27] are present together. For each set of experimental conditions there is a definite state of equilibrium ; and when the experimental conditions are altered, e. g., by changing the concentration of one or more of the substances involved or by changing the temperature the reaction takes place in one direction or the other until equilibrium is again established. The problem is to learn to predict what will happen in any given case when the experimental conditions are altered. 3. The effect of changing the concentration of one of the substances involved in an equilibrium. Experiment. Place two 10 cc. portions of N acetic acid in two test-tubes, a 10 cc. portion of 0.1 N acetic acid in a third test-tube, and a 10 cc. portion of water in a fourth test-tube. To each solution add the same number of drops of methyl violet solution. To one of the normal solutions add a small amount of solid sodium acetate (or of 4 AT" solution) ; compare the colors of the four solutions. Repeat the experiment with more dilute solutions of acetic acid, using methyl orange instead of methyl violet. Question. What conclusion can you draw with regard to the change in the concentration of hydrogen ion in this experiment? What reaction must have taken place? When equilibrium has again been established after the addition of the sodium acetate, is the concentration of each of the substances H + , Ac" and HAc greater or less than its concentration in the original acetic acid solution? State briefly how this experiment illustrates the general statement : the effect of changing the concen- tration of one of the substances involved in an equilibrium is to cause that reaction to take place which tends to neutralize the change. The effect of increasing the concentration of acetate ion could also have been predicted from the quantitative statement of the Mars Law : (Concentration of H + ) (Concentration of Ac~) /^Con- centration of HAc) = constant, when equilibrium has been established at a definite temperature. 4. Outline an experiment to demonstrate that the reaction NH 4 + -|- OH~ = NH 4 OH takes place when a solid ammonium salt is added to a solution of ammonium hydroxide ; cf . your experiments in Assignment 23. Perform this experiment, and explain how it illustrates the italicized statement in the preceding Paragraph. 5. As another example of the effect of change of concentration upon equilibrium we shall study the equilibrium between solid silver acetate and its ions. The reversible reaction is: AgAc ( solid )= Ag+ + Ac~ Note. The solubility of silver acetate is 0.06 mol per liter at room temperature; while it is much more soluble than a sparingly soluble salt, as silver chloride, it is much less soluble than such salts as silver nitrate, sodium nitrate or sodium acetate. Experiment. Prepare some solid silver acetate by adding to 25 cc. 4 N NaAc solution (free from chloride) * about 20 cc. 0.1 N AgNCX solution, and shaking the mixture several times. Collect the solid on a filter paper, and dry it by pressing between dry filter papers. Prepare a saturated solution by shaking the solid with 10 cc. water at intervals for about 10 minutes. (The saturated solution can be prepared somewhat more conveniently by warming the mixture to 40 or 50, but it must be cooled to room temperature before continuing the experiment). Allow the solid to settle. Pour half of the clear saturated solution into another test-tube and set it aside for later use, Paragraph 7. To the remaining mixture of solid and saturated solution add 6 N HNO 3 drop by drop, shaking the mixture after each drop is added. When the silver acetate has dissolved, heat the solution nearly to boiling and note the odor. Note. Place all silver residues, including any solution which contain an appre- ciable amount of silver, in the jar maked "silver waste." * If chloride is present it may be removed from NaAc solution by adding first some AgNOs solution, shaking the mixture and filtering off the precipitated AgCl. The resulting solution contains some NaNOs and should be used only in this Assignment. [28] 6. The disappearance of solid silver acetate on the addition of a strong acid may be considered to be due to a shifting of the equilibrium AgAc (solid) = Ag + + A