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10 Calcium carbonate decomposes on heating to form calcium oxide and carbon dioxide - Edexcel - GCSE Chemistry - Question 10 - 2019 - Paper 1

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10 Calcium carbonate decomposes on heating to form calcium oxide and carbon dioxide. CaCO₃(s) → CaO(s) + CO₂(g) (a) 8.000g of CaCO₃ was heated strongly for about 1... show full transcript

Worked Solution & Example Answer:10 Calcium carbonate decomposes on heating to form calcium oxide and carbon dioxide - Edexcel - GCSE Chemistry - Question 10 - 2019 - Paper 1

Step 1

Calculate the mass of carbon dioxide gas given off.

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Answer

To find the mass of carbon dioxide produced, we subtract the mass of the solid remaining from the initial mass of calcium carbonate:

extmassofCO2=extinitialmassofCaCO3extmassofsolidremaining ext{mass of CO₂} = ext{initial mass of CaCO₃} - ext{mass of solid remaining}

Substituting the values:

extmassofCO2=8.000extg6.213extg=1.787extg ext{mass of CO₂} = 8.000 ext{ g} - 6.213 ext{ g} = 1.787 ext{ g}

Step 2

Calculate the percentage yield of calcium oxide.

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Answer

To calculate the percentage yield, we can use the formula:

ext{percentage yield} = rac{ ext{actual yield}}{ ext{theoretical yield}} imes 100

In this case, the actual yield of calcium oxide is 5.450 g and the theoretical yield is 5.600 g:

ext{percentage yield} = rac{5.450 ext{ g}}{5.600 ext{ g}} imes 100 = 97.32 ext{%}

Step 3

A possible reason for the mass of solid left in the crucible.

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The mass of solid left in the crucible is less than the theoretical mass expected due to the possibility that:

  • A. some solid was lost from the crucible.

Step 4

Explain the trend shown by the data in Figure 11.

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Answer

The trend in Figure 11 indicates that the mass of solid remaining decreases over time. This suggests that the decomposition of calcium carbonate is occurring as it is heated, resulting in the release of gases such as CO₂. Initially, the solid mass is high, but as time progresses, the mass steadily decreases, reflecting the reaction's progress.

Step 5

State why it is impossible to be sure from this data that the reaction is complete.

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Answer

It is impossible to be sure that the reaction is complete because, although the mass decreases over time, the data does not show a point where the mass stabilizes or stops decreasing. Therefore, there might still be calcium carbonate that has not yet reacted.

Step 6

Calculate the relative formula mass of calcium carbonate, CaCO₃.

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Answer

The relative formula mass of calcium carbonate is calculated by summing the atomic masses of its constituent elements:

extRelativeformulamassofCaCO3=extC+extCa+3imesextO=12+40+3imes16=100extg/mol ext{Relative formula mass of CaCO₃} = ext{C} + ext{Ca} + 3 imes ext{O} = 12 + 40 + 3 imes 16 = 100 ext{ g/mol}

Step 7

Calculate the atom economy for the formation of calcium oxide in this reaction.

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Answer

The atom economy can be calculated using:

ext{Atom economy} = rac{ ext{Relative formula mass of desired product}}{ ext{Relative formula mass of reactants}} imes 100

For the reaction of CaCO₃ to form CaO:

ext{Atom economy} = rac{56}{100} imes 100 = 56 ext{%}

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