Thermal Decomposition of Copper Carbonate

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Thermal Decomposition of Copper Carbonate ( CuCO3)

Introduction:

Copper Carbonate (CuCO3) decomposes by heat to form either one of two oxides, namely Copper (I) Oxide (Cu2O) and Copper (II) Oxide (CuO). This reaction can be written as two different equations:

  1. 2CuCO3 (s)  Cu2O (s) + 2 CO2 (g) + ½ O2 (g)
  2.   CuCO3  (s) CuO (s) + CO2 (g)

Aim:

In this experiment we will be required to identify the correct balanced stoichiometric chemical equation for the decomposition of the copper carbonate from the volume of carbon dioxide produced.

Background Information:

When metals are heated they react with oxygen in the air. As the metal is heated it reacts with the oxygen to form an oxide.

Column II carbonates are decomposed by heat to form corresponding oxides and carbon dioxide. The temperature of decomposition depends on the reactivity (in relation to stability) of the metal. In this way, the carbonates of sodium and potassium are stable at the highest temperatures of a Bunsen burner flame whereas the carbonates of silver and copper are easily decomposed.

Basic Idea:

  1. Copper carbonate will be heated
  2. Decomposition will occur
  3. A gas will be released and it will be collected.
  4. The volume of the gas that will be collected will give us an indication as to which equation is correct.

Calculations – Hypothesis: (Essential Information)

 ‘At room temperature, 25°C and atmospheric pressure at 1 atmosphere, I
mole of any gas will occupy a volume of 24 dm³.’

This information will be used to calculate how much copper carbonate will be required for decomposition in order to obtain a sufficient amount of carbon dioxide gas to fit the measuring cylinder that will be used.

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How much copper carbonate should be used to produce a sufficient amount of gas for collection? *(Calculation methods are shown bellow the table.)

EQUATION 1:

The number of moles of CuCO3 = 

                                      =

                                      = 0.0016194

The mole ratio between carbon dioxide and copper (I) oxide is 1:1 therefore there will be 0.0016194 moles of carbon dioxide present in the reaction.

The mole ratio between oxygen and copper carbonate is  : 2 and this is a quarter of the number of moles of copper ...

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