Consider the following reagents: zinc, copper, mercury (density 13.6 g/mL), silver nitrate solution, nitric acid solution. (a) Given a 500-mL Erlenmeyer flask and a balloon, can you combine two or more of the foregoing reagents to initiate a chemical reaction that will inflate the balloon? Write a balanced chemical equation to represent this process. What is the identity of the substance that inflates the balloon? (b) What is the theoretical yield of the substance that fills the balloon? (c) Can you combine two or more of the foregoing reagents to initiate a chemical reaction that will produce metallic silver? Write a balanced chemical equation to represent this process. What ions are left behind in solution? (d) What is the theoretical yield of silver?
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)
Consider the following reagents: zinc, copper, mercury (density 13.6 g/mL), silver nitrate solution, nitric acid solution. (a) Given a 500-mL Erlenmeyer flask and a balloon, can you combine two or more of the foregoing reagents to initiate a chemical reaction that will inflate the balloon? Write a balanced chemical equation to represent this process. What is the identity of the substance that inflates the balloon? (b) What is the theoretical yield of the substance that fills the balloon? (c) Can you combine two or more of the foregoing reagents to initiate a chemical reaction that will produce metallic silver? Write a balanced chemical equation to represent this process. What ions are left behind in solution? (d) What is the theoretical yield of silver?
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