1.

Write the energy distribution curve showing temperature dependence of rate of a reaction.

Answer»

Solution : Consider a reaction
` R to p`
-`d[r]/(-d[R])`/dt=`K[R]^circ [R]^circ `=1
`(-d[R])/dt = Kxx1 `/
`d[R] =kdt`
On Integration
`-int d[R] = kintdt`
`-[R]=KT+C `
` t=0[R]=[R]_circ`
`-[R]_circ = K(0)+c`
C=`-[R]circ` SUBSTITUTE value of .C. in (1)
`-[R] = Kt -[R]_circ`
K= `([R]_circ - [R])/t`


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