Chemical Equilibrium: Quiz

7 questions

  1. Question 1EasyWhich statement describes a system at chemical equilibrium?
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    Answer: The forward and reverse rates are equal, and concentrations are constant

    Equilibrium is dynamic: both reactions continue at the same rate, so concentrations stay constant, but they are generally not equal.

  2. Question 2EasyWhat is KcK_\text{c} for 2 SOX2(g)+OX2(g)⇌2 SOX3(g)\ce{2SO2(g) + O2(g) <=> 2SO3(g)}?
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    Answer: [SOX3]2[SOX2]2[OX2]\dfrac{[\ce{SO3}]^2}{[\ce{SO2}]^2[\ce{O2}]}

    Products over reactants, each raised to the power of its coefficient.

  3. Question 3MediumWhat is KcK_\text{c} for CaCOX3(s)⇌CaO(s)+COX2(g)\ce{CaCO3(s) <=> CaO(s) + CO2(g)}?
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    Answer: [COX2][\ce{CO2}]

    Pure solids are left out of the expression, so only the gas remains.

  4. Question 4MediumAn equilibrium mixture of NX2OX4⇌2 NOX2\ce{N2O4 <=> 2NO2} contains 0.0450 M NX2OX4\ce{N2O4} and 0.0300 M NOX2\ce{NO2}. What is KcK_\text{c}?
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    Answer: 0.0200

    Kc=(0.0300 M)2/(0.0450 M)K_\text{c} = (0.0300\ \text{M})^2 / (0.0450\ \text{M}), with each concentration divided by 1 M: 0.000900 ÷ 0.0450 = 0.0200. The answer 0.667 forgets to square [NO₂].

  5. Question 5MediumFor a reaction, Kc=49.0K_\text{c} = 49.0 and Q=16Q = 16. What happens?
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    Answer: The reaction goes forward, making more products

    Q<KQ < K means there are too few products, so the reaction goes forward until Q=KQ = K.

  6. Question 6HardFor 2 SOX2+OX2⇌2 SOX3\ce{2SO2 + O2 <=> 2SO3}, Kc=800K_\text{c} = 800. What is KcK_\text{c} for SOX2+12 OX2⇌SOX3\ce{SO2 + 1/2 O2 <=> SO3}?
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    Answer: 28.3

    Halving all the coefficients raises K to the power ½: √800 = 28.3. The answer 0.00125 is K for the reverse reaction.

  7. Question 7Hard0.100 M HX2\ce{H2} and 0.100 M IX2\ce{I2} react: HX2+IX2⇌2 HI\ce{H2 + I2 <=> 2HI}, Kc=49.0K_\text{c} = 49.0. What is [HI] at equilibrium?
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    Answer: 0.156 M

    Taking the square root of 49.0 = (2x)² / (0.100 M − x)² gives 7.00 = 2x / (0.100 M − x), so x = 0.0778 M and [HI] = 2x = 0.156 M. 0.0778 M is x itself.