Solution.
K1 and K2 equally:
K1=[D]∗[E]2[A]K1=\dfrac{[D]*[E]^2}{[A]}K1=[A][D]∗[E]2 ;
K2=[B]∗[E][C]K2=\dfrac{[B]*[E]}{[C]}K2=[C][B]∗[E] .
Express K through K1 and K2:
K=[C]2∗[D][A]∗[B]2=[C]2∗[D]∗[E]2[A]∗[B]2∗[E]2=[D]∗[E]2[A]∗[C]2[B]2∗[E]2=K1∗(1K2)2=K1K22K= \dfrac{[C]^2*[D]}{[A]*[B]^2}= \dfrac {[C]^2*[D]*[E]^2}{[A]*[B]^2*[E]^2}=\dfrac {[D]*[E]^2}{[A]}*\dfrac {[C]^2} {[B]^2*[E]^2}=K1* \Bigg ( { \dfrac {1}{K2}}\Bigg)^2= \dfrac{K1}{K2^2}K=[A]∗[B]2[C]2∗[D]=[A]∗[B]2∗[E]2[C]2∗[D]∗[E]2=[A][D]∗[E]2∗[B]2∗[E]2[C]2=K1∗(K21)2=K22K1 .
Calculate K:
K=72.4138.812=0.048.K= \dfrac{72.41}{38.81^2}=0.048.K=38.81272.41=0.048.
Answer: 0.048.
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