From different sets of data of `t_(1//2)` at diifferent initial concentrations say 'a' for a given reaction, the `[t_(1//2)xxqa]` is found to be constant. The order or reaction is :

From different sets of data of t_(1/2) at different initial concentration (say,a) for given reaction, the product ( t_(1/2)xa) is found to be constant. The order of the reaction is:

For a given reaction t_(1/2)= 1/Ka The order of the reaction is

Plot of t_(1//2) against different initial concentration given a straight line parallel to the concentration axis. The order of the reaction is..........

The product of half life T_(1//2) and the square of initial concentration of the reactant (a) is constant. Then the order of reaction is

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:

Give relation between half reaction time (t_(1//2)) and initial concentration of reactant for (n-1) order reaction