For reaction of zero order isA. `k=([A_(0)])/(t) `B. `kt = [A_(0)]=[A]`C. `Kt =[A] -[A_(0)]`D. ` k=(2.303)/(t ) l n ([A_(0)])/([A])`

For reaction of zero order isA. `k=([A_(0)])/(t) `B. `kt = [A_(0)]=[A]

1.	For reaction of zero order isA. `k=([A_(0)])/(t) `B. `kt = [A_(0)]=[A]`C. `Kt =[A] -[A_(0)]`D. ` k=(2.303)/(t ) l n ([A_(0)])/([A])`
Answer» Correct Answer - B `-(d[A])/(dt)=k ` ` d[A]=-kt ,` integrating `[A]=-k t +C ` where ` C= [A_(0)] at t=0` ` k t = [A_(0)]-[A]`

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For reaction of zero order isA. `k=([A_(0)])/(t) `B. `kt = [A_(0)]=[A]`C. `Kt =[A] -[A_(0)]`D. ` k=(2.303)/(t ) l n ([A_(0)])/([A])`

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