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An equal number of moles of each of the reactants are sealed in a container and allowed to come to the equilibrium shown above At equilibrium which of the following must be true I [CO2] must equal [H2O] II [O2] must be less than [C2H4] III [CO2] must be greater than [C2H4] (A) II and III (B) I only (C) III only (D) II only (E) I and II 26 CH4(g) + CO2(g) 2 CO(g) + 2 H2(g)

where N A = Avogadro's number; m = mass of the molecule; and h = Planck's constant In logarithmic form this becomes:

Substitution into Eq (1615) gives:

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where Zintramolecular is evaluated by equations of the form of Eq (1613) Differentiation of Eq (1616) with respect to temperature at constant V (and NA)yields:

whence by Eq (1614) applied to the ideal-gas state,

In order to increase the value of the equilibrium constant, K, which of the following changes must be made to the above equilibrium (A) increase the temperature (B) increase the volume (C) decrease the temperature (D) add CO(g) (E) add a catalyst

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Representing the final term by F ( T ) and noting that NAk = R reduces this to:

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+ RT,

In view of Eq (220),

29 HC3H5O2(aq) + HCOO (aq) + C3H5O2 (aq)

W H AT I T TA K E S T O B E # 1

The molecules of an ideal monatomic gas have no energy of rotation or vibration, and F ( T ) in Eq (1618) is therefore zero except at high temperatures where electronic energy contributions become important Thus in Fig 41 the value of for argon is constant at a value of 512 For diatomic and polyatomic gases, B(T) in Eq (1618) contributes importantly at all temperatures of practical importance The contribution becomes larger the more complex the molecule and increases monotonically with temperature, as is evident from the curves shown in Fig 41 for N2, HzO, and COz

The Broken Spider Web DISORDER TABLE for 3 (Key Text Facts About Biological Disorder Beyond the Individual Organism)

1 2

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