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This is about the reaction between hydrogen sulfide (H2S) and oxygen - AQA - GCSE Chemistry - Question 8 - 2021 - Paper 1

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This is about the reaction between hydrogen sulfide (H2S) and oxygen. The equation for the reaction is: 2 H2S(g) + 3 O2(g) → 2 H2O(g) + 2 SO2(g) What does H2O(g) ... show full transcript

Worked Solution & Example Answer:This is about the reaction between hydrogen sulfide (H2S) and oxygen - AQA - GCSE Chemistry - Question 8 - 2021 - Paper 1

Step 1

What does H2O(g) represent?

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Answer

H2O(g) represents water vapor. It is the gaseous state of water and can be described as steam or vapor.

Step 2

Calculate the volume of oxygen required to react with 50 cm³ of hydrogen sulfide.

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Answer

From the balanced equation, 2 volumes of H2S react with 3 volumes of O2. Therefore, for 50 cm³ of H2S:

Using the ratio: rac{3}{2} = rac{V_{O2}}{50}

Rearranging gives: V_{O2} = 50 imes rac{3}{2} = 75 ext{ cm}^3

Step 3

Complete Figure 6.

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  1. Draw the profile line starting from the reactants' level at the left, increasing to a peak (representing the activation energy), then decreasing to a level lower than the reactants' side (indicating it's exothermic).
  2. Label the peak height as 'Activation Energy'.
  3. The drop from the peak to the product level should be labeled as 'Overall Energy Change', indicating energy released in the reaction.

Step 4

Calculate the bond energy X for the S=O bond.

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Answer

First, calculate total energies:

  • Bonds broken: 4imes364+3imes498=2950extkJ/mol4 imes 364 + 3 imes 498 = 2950 ext{ kJ/mol}

  • Bonds formed: 2950+1034=3984extkJ/mol2950 + 1034 = 3984 ext{ kJ/mol}

Setting up the equation for bonds formed:

  • For the bonds formed, the energy released forming new bonds is:

    4imes464+2X=39844 imes 464 + 2X = 3984

Solving this:

  • Rearranging gives:

    4imes464+2X=39844 imes 464 + 2X = 3984

  • Calculate:

    1856+2X=39841856 + 2X = 3984

    So, 2X=398418562X = 3984 - 1856

    X = rac{2128}{2} = 1064 ext{ kJ/mol}

Thus, the bond energy X for the S=O bond is 532 kJ/mol.

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