If kd is the rate constant of deactivation and d is the order of deactivation, then the rate equations representing independent deactivation are ___

-r’A = k’a–\(\frac{da}{dt}\) = kdad

-r’A = k’CAna–\(\frac{da}{dt}\) = kdad

-r’A = k’a–\(\frac{da}{dt}\) = kdad

-r’A = k’CAna–\(\frac{da}{dt}\) = kd

-r’A = k’CAn–\(\frac{da}{dt}\) = kdad

If kd is the rate constant of deactivation and d is the order of deac

1.	If kd is the rate constant of deactivation and d is the order of deactivation, then the rate equations representing independent deactivation are ___
A.	-r’A = k’CAna–\(\frac{da}{dt}\) = kdad
B.	-r’A = k’a–\(\frac{da}{dt}\) = kdad
C.	-r’A = k’CAna–\(\frac{da}{dt}\) = kd
D.	-r’A = k’CAn–\(\frac{da}{dt}\) = kdad
Answer» B. -r’A = k’a–\(\frac{da}{dt}\) = kdad