Which Equation Is Correct for the following reaction with Copper Carbonate?

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Which Equation Is Correct?

Copper has two oxides

When Copper decomposes with heat two possible oxides are formed.

Equation 1  2CuCO   (s)            Cu   O(g)   +      O   (g)

Equation 2  CuCO    (s)           CuO(s)   +   CO    (g)

From the equations above we can see that in both reactions gas is evolved and by collecting the gas produced we can accurately say which reaction is taking place.

To find which equation is correct we can use ideas about the mole and the volume one mole of gas occupies at standard conditions.

In the test it is very important to ensure a fair test and to do this certain things must be kept the same.

Temperature, of the collected gas should be kept at room temperature care should be exercised when heating the sample of carbonate that the apparatus containg the gas evolved is not also heated. It may also be a good idea to let the gas evolved cool down for short period of time after the experiment has occurred. This is because gas at a higher temperature expands and so occupies a larger area than equivalent cooler gas.

Prediction

In heating the Copper Carbonate we are providing energy to break the bonds in the carbonate sample as bond breaking is an endothermic process relative to the system.

It follows the sample is at a higher energy state than before heating so then products will be at a high energy level. The secound equation were only carbon dioxide is produced has the lowest number of new bonds and so at the highest energy level of the two sets of products and so I think this will be carried forward and will be seen to be the reaction taking place.

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The pressure inside the bottle is partially from the gas being collected and partially from the water vapor that has escaped from the surface of the water in the jar. The water inside the jar will reach an equlibruim state where the number of molecules leaving the surface is the same as the number returning. The equilibrium pressure of water is temperature dependent and is called the vapor pressure of water. 

Dalton's Law of Partial Pressures tells us that the total pressure in the container must be the sum of the pressures of the gas we collected and the water ...

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