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Copper forms two oxides, Cu₂O and CuO - AQA - GCSE Chemistry - Question 8 - 2019 - Paper 1

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Copper forms two oxides, Cu₂O and CuO. A teacher investigated an oxide of copper. Figure 10 shows the apparatus. Figure 10 This is the method used. 1. Weigh empt... show full transcript

Worked Solution & Example Answer:Copper forms two oxides, Cu₂O and CuO - AQA - GCSE Chemistry - Question 8 - 2019 - Paper 1

Step 1

Suggest one reason why step 8 is needed.

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Answer

Step 8 is needed to ensure that all of the oxide of copper has reacted with the hydrogen. This step ensures complete conversion of the reactants, allowing for an accurate measurement of the mass change.

Step 2

Explain why the excess hydrogen must be burned off.

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Answer

The excess hydrogen must be burned off to prevent it from escaping into the atmosphere, as hydrogen is explosive. This ensures that all the hydrogen has reacted, allowing for accurate measurements in the experiment.

Step 3

Determine the mass of copper and the mass of water produced in this experiment.

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Answer

To find the mass of copper and water produced:

  • Mass of copper:

    • Mass of tube A after heating: 114.38 g.
    • Initial mass of tube A with oxide of copper: 115.47 g.
    • Mass of copper = 115.47 g - 114.38 g = 1.09 g.
  • Mass of water:

    • Mass of tube B at start: 120.93 g.
    • Mass of tube B at end: 123.38 g.
    • Mass of water = 123.38 g - 120.93 g = 2.45 g.

Thus, the results are:

Mass of copper = 1.09 g Mass of water = 2.45 g

Step 4

Determine which is the correct equation for the teacher’s experiment.

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Answer

To determine the correct equation, we need to analyze the provided data. The teacher found that 2.54 g of copper and 0.72 g of water were produced.

Using the molar mass of water (H₂O, 18 g/mol), the moles of water produced can be calculated:

molesextofH2O=0.72extg18extg/mol=0.04extmolmoles ext{ of } H_2O = \frac{0.72 ext{ g}}{18 ext{ g/mol}} = 0.04 ext{ mol}

In both equations:

  • For Equation 1: Cu₂O + H₂ → 2 Cu + H₂O

    • 0.04 mol of water corresponding to 0.04 mol of Cu
    • This suggests 0.08 mol of Cu is produced.
  • For Equation 2: CuO + H₂ → Cu + H₂O

    • 0.04 mol of water corresponds to 0.04 mol of Cu.

Thus, since the quantity of copper produced (2.54 g) aligns with expected outcomes, Equation 2 (CuO + H₂) is the correct one.

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