For a first order reaction, obatin a positive slope, we need to plot [A] in the concentration of reactant AB

For a first order reaction, the rate of the reaction doubled as the concentration of the reactant is doubled.

For a first order reaction, the rate of the reaction doubled as the concentration of the reactant is doubled.

Show that for a first order reaction, the half life is independed of the initial concentration of reactant.

For a first order reaction, the concentration of reactant :

The rate equation for a first order reaction is given by [R] = [R]_(0) e^(-kt) . A straight line with positive slope is obained by plotting [R]_(0) = initial concentration of reactant, [R] = concentration of reactant at time, t

Which of the following is/are correct for the first order reaction ? (a is initial concentration of reactant, x is concentration of the reactant reacted and t is time)

Which of the following is/are correct for the first order reaction ? (a is initial concentration of reactant, x is concentration of the reactant reacted and t is time)

Show that the time of a first order reaction takes for 'the nth' fraction of the initial concentration of its reactant to converted into product does not depend on the initial concentration of the reactant.

Show that for the first order reaction half life is independent of initial concentration of reactant.