1. An equimolar mixture of hydrogen and iodine was heated at 400°C no until further change in the concentration of H2, I2, or HI was observed. At this point it was assumed that equilibrium had been reached, and it was found by analysis that [H2] = 0.221 M, [l2] = 0.221 M, and [HI] = 1.563 M. Calculate the equilibrium constant for the reaction at 400°c. H2(8) + Iz(8) 2HI(g)

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1. An equimolar mixture of hydrogen and iodine was heated at 400°C no until further change in
the concentration of H2, l2, or HI was observed. At this point it was assumed that equilibrium
had been reached, and it was found by analysis that [H2] = 0.221 M, [12] = 0.221 M, and [HI] =
1.563 M. Calculate the equilibrium constant for the reaction at 400°C.
H2(g) + I2(g)
2HI(g)
2. If 60.0 g each of acetic acid (CH;CO2H) and ethanol (C2H;OH) are allowed to react in a 1.00-L
sealed container until equilibrium is established, how many moles of the ester (CH3CO2C;Hs)and
water are formed, and how many moles of ethanol and acid remain?
(K = 4.00.)
CH3CO2H + C2H5OH
CH;CO2C2H5 + H20
Transcribed Image Text:1. An equimolar mixture of hydrogen and iodine was heated at 400°C no until further change in the concentration of H2, l2, or HI was observed. At this point it was assumed that equilibrium had been reached, and it was found by analysis that [H2] = 0.221 M, [12] = 0.221 M, and [HI] = 1.563 M. Calculate the equilibrium constant for the reaction at 400°C. H2(g) + I2(g) 2HI(g) 2. If 60.0 g each of acetic acid (CH;CO2H) and ethanol (C2H;OH) are allowed to react in a 1.00-L sealed container until equilibrium is established, how many moles of the ester (CH3CO2C;Hs)and water are formed, and how many moles of ethanol and acid remain? (K = 4.00.) CH3CO2H + C2H5OH CH;CO2C2H5 + H20
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