2KClO3 --->2KCl +3O2
Mass of ignition tube, M1 = 41.860 g
Mass of ignition tube+mixture, M2 = 43.772 g
Initial Mass of mixture containing KClO3 M = 43.772 g - 41.860 g = 1.912 g
Final mass of mixture after heating, M4 = 43.332 g - 41.860 g = 1.472 g
Mass of oxygen liberated from the unknown mixture = 1.912 g - 1.472 g = 0.44 g
Molar mass of oxygen = 32 g/mol
Moles of oxygen liberated = Mass/molar mass = 0.44 g/32 g/mol = 0.01375 moles
Molar ratio of oxygen and KClO3 = 3:2
3 moles of oxygen ---> 2 moles of KClO3
0.01375 moles ---> == 0.01375 x 2/3 = 0.0275/3 = 0.00917 moles
Molar mass of KClO3 = 122.51 g/mol
Mass of KClO3 = moles x molar mass = 0.00917 mol x 122.51 g/mol = 1.123 g
Percent of KClO3 in the mixture = (Practical mass/initial mass) x 100 = (1.123 g/1.912 g) x 100 = 58.73 %
2) Goggles has to be used in this experiment because the decomposition of potassium chlorate is an exothermic reaction and liberate large amount of heat, flame and smoke.
KClO3 is a strong oxidising agent and should be cautious. It should be away from combustible materials.
3) The purpose of reheating the mixture several times until the constant mass is obtained in order to confirm the decomposition of KClO3 present in the initial mixture.
Constant mass indicates that all the KClO3 present in the initial mixture is decomposed to the KCl and oxygen. If not reheated some amount of KClO3 may retain and the accurate value of percent of KClO3 in the mixture cannot be obtained.
help!! Experiment #7 Pre-Lab Assignment Hint: for full credit, show all calculations, use proper sig. figs....
c. How many moles of oxygen gas were produced? Round your answer to 4 sig figs. Question le Answer d. Calculate the experimental value for the gas constant R with units of L'atm/mol K. Round your answer to 4 sig figs. . 23L PV = nRT Question 1d Answer olzan o (2 mol 10.08. 2016 (29ct 2. While decomposing a KCIO, mixture, the experiment apparatus used to collect the oxygen gas sprang a leak. Would this error cause the following...