The graph between concentration `(X)` of the Product and time of the reaction `Ararr B` is of the type `1`. Hence, graph between `-(d[A])/(dt)` and time will be of the type:

The graph plotted between concentration versus time

The graph plotted between concentration versus time

For the reaction AtoB , for which graph between half life (t_(1//2)) and initial concentration (a) of the rectant is given below Hence graph between -(d[A])/(dt) and time will be:

For the reaction AtoB , for which graph between half life (t_(1//2)) and initial concentration (a) of the rectant is given below Hence graph between -(d[A])/(dt) and time will be:

For the reaction AtoB , for which graph between half life (t_(1//2)) and initial concentration (a) of the rectant is given below Hence graph between -(d[A])/(dt) and time will be:

The graph between the instantaneous concentration (N) of a radioactive element and time (t) is.

The graph between the instantaneous concentration (N) of a radioactive element and time (t) is.

For a simple pendulum the graph between length and time period will be