Home
Class 12
CHEMISTRY
In the reaction 3Ararr2B, rate of reacti...

In the reaction `3Ararr2B`, rate of reaction `+(d[B])/(dt)` is equal to :

A

`-(1)/(3) (d[A])/(dt)`

B

`-(2)/(3) ([A])/(dt)`

C

`+(2d[A])/(dt)`

D

`-(3)/(2) (d[A])/(dt)`

Text Solution

Verified by Experts

The correct Answer is:
B

For `3A rarr 2B`
`-(1)/(3) (d[A])/(dt) =(1)/(2) (d[B])/(dt)`
`(d[B])/(dt) =(2)/(3) ((-d[A])/(dt))`
Promotional Banner

Similar Questions

Explore conceptually related problems

2A+2C rarr2B , rate of reaction (+d(B))/(dt) is equal to

If 3A rarr 2B , then the rate of reaction of + (dB)/(d t) is equal to

For a reaction of the type Aa+bB rarr products ( -)(d[A])/(dt) is equal to (A) (-d[B])/(dt) (B) -(b)/(d)(d[B])/(dt) (C) -(a)/(b)times(d[B])/(dt) (D) -(b)/(a)times(d[B])/(dt)

In the reaction A + B rarr C+D , the concentration of A and B are equal and the rate of the reaction is rate = k[A][B] . The integrated rate equation for this reaction is