Plotting log `._(10)t1//2` against `log _(10)[A_0]` (where `A_0` is the initial concentration of a reactant) for a fist order reaction the slope will be

Plotting log_(10)t_(1//2) against log _(10)[A_0] (where A_0 is the initial concentration of a reactant) for a fist order reaction the slope will be

Plotting log_(10)t_(1//2) against log _(10)[A_0] (where A_0 is the initial concentration of a reactant) for a fist order reaction the slope will be

plot a graph of reaction -rate vs concentration of the reactant for a fist order reaction.

For zero order reaction , t_(1//2) will be ( A_0 is the initial concentration , K is rate constant)

For zero order reaction , t_(1//2) will be ( A_0 is the initial concentration , K is rate constant)

For a certain reaction involving a single reaction, it is found that C_(0)sqrt(t_(1//2)) is constant where C_(0) is the initial concentration of reactant and t_(1//2) is the half-life. The order of reaction is: