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At the point of intersection of the two ...

At the point of intersection of the two curves shown the conc. Of B is given by ………for `AtonB`

A

`(nA_(0))/2`

B

`(A_(0))/(n-1)`

C

`(nA_(0))/(n+1)`

D

`[(n-1)/(n+1)]A_(0)`

Text Solution

Verified by Experts

The correct Answer is:
C
`" "AtoB`
`t_(1)=0" "[A]_(0)" "0`
`t_(2)=t" "[A]_(0)-x" "nx`
`[B]_(t)=nx,[B]_(t)=(n[A]_(0))/((n+1)),[A]_(0)-x=nx,[A]_(0)=(nx+x),[A]_(0)=(n+1)x,x=([A]_(0))/((n+1))`
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