The given plots represent the variation of the concentration of a reactant R with time for different reactions (i) and (ii). The sum of orders of the reactions is ________ .

Answer

1

Explanation

`{:(a,x),(a-x,x):}`
For `1^(st)` order reaction
`+(dx)/(dt)=k(a-x)^(1)`
`int (dx)/(a-x)=int kdt`
`- ln (a-x)=kt+c`
If `t=0`

If `t=0`
`c=-ln a :. - ln (a-x)=kt-ln a " " or " " {:(ln(a-x)=-kt+ln a ),(" v m " x" C"):}`
Similarly
`underset((A))underset((A_(0)))RrarrP`
`(-d[R]^((A)))/(dt)=k[R]^(0)`

or `-d(R)=kdt` or `int d[R]=- int kdt`
`[R]=-kt+c ` or `{:([A]=-kt+c),(y=mx+c):}`