A) Rate\[=k({{C}_{x}})({{C}_{y}})({{C}_{z}})\]
B) Rate\[=k{{({{C}_{x}})}^{0.5}}{{({{C}_{y}})}^{0.5}}{{({{C}_{z}})}^{0.5}}\]
C) Rate\[=k{{({{C}_{x}})}^{1.5}}{{({{C}_{y}})}^{-1}}{{({{C}_{z}})}^{0}}\]
D) Rate\[=k({{C}_{x}}){{({{C}_{y}})}^{0.5}}/{{({{C}_{z}})}^{2}}\]
Correct Answer: C
Solution :
Rate\[=k{{({{C}_{x}})}^{1.5}}{{({{C}_{y}})}^{-1}}{{({{C}_{z}})}^{0}}\] Order = sum of all exponential term \[=1.5+(-1)=0.5\]
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