The rate of the electron-exchange reaction between naphthalene (C10H8) and its anion radical (C10H8¬) in an organic solvent is diffusion controlled. C10H8¯ + C10H8 =C10H8 + C10H8- The reaction is bimolecular and second order. The rate constants are as follows. T/K 305 295 291 275 k/10° M-1.s-1 2.64 2.21 2.05 1.49 Calculate the values of Ea, AH07, ASº† and AG°# at 295 K for the reaction. [Hint: Rearrange the equation below and plot In(k/T) versus 1/T.] kBT gasot/Re-AH®}/RT(M1 – m) k = Ea = X kJ•mol-1 8.00 AH°* = 12.9 X kJ•mol-1 ASo* = -22.3 X J-K-1.mol-1 AG°† = 19.5 kJ•mol-1

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Please use the values in the resources listed below instead of the textbook values.
The rate of the electron-exchange reaction between naphthalene (C10H8) and its anion radical (C10H8¯) in an organic solvent is diffusion controlled.
C10H8 + C10H8 = C10H8 + C10H8
The reaction is bimolecular and second order. The rate constants are as follows.
T/K
305
295
291
275
k/109 M-1.s-1 2.64 2.21 2.05 1.49
Calculate the values of Ea, AH°†, ASº† and AG°† at 295 K for the reaction. [Hint: Rearrange the equation below and plot In(k/T) versus 1/T.]
KBT
Teasot/Re-AH©†/RT(M1 – m)
k =
Ea
X kJ•mol-1
8.00
ΔΗ
12.9
X kJ•mol-1
X J.K-1.mol-1
-22.3
19.5
kJ•mol-1
Transcribed Image Text:Please use the values in the resources listed below instead of the textbook values. The rate of the electron-exchange reaction between naphthalene (C10H8) and its anion radical (C10H8¯) in an organic solvent is diffusion controlled. C10H8 + C10H8 = C10H8 + C10H8 The reaction is bimolecular and second order. The rate constants are as follows. T/K 305 295 291 275 k/109 M-1.s-1 2.64 2.21 2.05 1.49 Calculate the values of Ea, AH°†, ASº† and AG°† at 295 K for the reaction. [Hint: Rearrange the equation below and plot In(k/T) versus 1/T.] KBT Teasot/Re-AH©†/RT(M1 – m) k = Ea X kJ•mol-1 8.00 ΔΗ 12.9 X kJ•mol-1 X J.K-1.mol-1 -22.3 19.5 kJ•mol-1
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