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Carbonyl bromide, COBr₂, decomposes into carbon monoxide and bromine according to the following balanced equation: COBr₂(g) ⇌ CO(g) + Br₂(g) ΔH > 0 Initially COBr₂(g) is sealed in a 2 dm³ container and heated to 73 °C - NSC Physical Sciences - Question 6 - 2017 - Paper 2

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Question 6

Carbonyl-bromide,-COBr₂,-decomposes-into-carbon-monoxide-and-bromine-according-to-the-following-balanced-equation:--COBr₂(g)-⇌-CO(g)-+-Br₂(g)--ΔH->-0--Initially-COBr₂(g)-is-sealed-in-a-2-dm³-container-and-heated-to-73-°C-NSC Physical Sciences-Question 6-2017-Paper 2.png

Carbonyl bromide, COBr₂, decomposes into carbon monoxide and bromine according to the following balanced equation: COBr₂(g) ⇌ CO(g) + Br₂(g) ΔH > 0 Initially COBr... show full transcript

Worked Solution & Example Answer:Carbonyl bromide, COBr₂, decomposes into carbon monoxide and bromine according to the following balanced equation: COBr₂(g) ⇌ CO(g) + Br₂(g) ΔH > 0 Initially COBr₂(g) is sealed in a 2 dm³ container and heated to 73 °C - NSC Physical Sciences - Question 6 - 2017 - Paper 2

Step 1

6.1 Define chemical equilibrium.

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Answer

Chemical equilibrium is the state in a chemical reaction when the rate of the forward reaction equals the rate of the reverse reaction. It can also be defined as the state in a chemical reaction when the concentrations of reactants and products remain constant.

Step 2

6.2.1 Equilibrium concentration of the COBr₂(g)

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Answer

To find the equilibrium concentration of COBr₂, we first calculate the initial quantity of CO(g) produced and then use the equilibrium constant.

  1. Initial quantity of CO(g): 1,12 mol

  2. Change in quantity for COBr₂(g): at equilibrium, we can assume that every mole of CO produced corresponds to the consumption of half that amount of COBr₂ due to stoichiometry:

    • If 1,12 mol of CO is produced, then 0.04 mol of COBr₂ will remain:

    • Initial COBr₂ = 0,04 mol + 0,04 mol (from CO produced) = 0,08 mol

  3. Equilibrium concentration of COBr₂:

    • Kc calculation: Kc = [CO][Br₂] / [COBr₂]

    • Given Kc = 0,19, we determine:

    • Concentration: [COBr₂] = 0,02 mol dm⁻³.

Step 3

6.2.2 Percentage of COBr₂ that decomposed at 73 °C

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Answer

To calculate the percentage of COBr₂ that decomposed:

  1. Initial quantity of COBr₂ before decomposition, assuming full initial volume is 0,04 mol, while at equilibrium we have 0,02 mol remaining.
  2. Amount decomposed = Initial - Equilibrium = 0,04 mol - 0,02 mol = 0,02 mol.
  3. Percentage decomposed = (Quantity decomposed / Initial quantity) × 100 = (0,02 mol / 0,04 mol) × 100 = 50%.

Step 4

6.3 Which ONE of the following CORRECTLY describes the Kc value when equilibrium is reached at a lower temperature?

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Answer

As we lower the temperature for an endothermic reaction, the reaction shifts left to produce more reactants, thus reducing the equilibrium constant Kc; therefore, Kc < 0,19.

Step 5

6.4 How will the number of moles of COBr₂(g) be affected?

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Answer

When the pressure of the system is decreased by increasing the volume, the equilibrium will shift towards increasing the number of moles of gas. Since COBr₂ decomposes into two moles of gas (CO and Br₂), the number of moles of COBr₂ will DECREASE as the system favors the production of more moles of gas.

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