For the reaction 2A -> products with -(d[A])/(dt) = k[A]^2, a straight line with slope k is obtained by plotting

NEET levelSingle correct optionDifficulty 1 of 3ck058

For the reaction $2 A products$ with $- \frac{d [ A ]}{d t} = k [A]^{2}$ , a straight line with slope $k$ is obtained by plotting

Integrating

- d [A] / [A]^{2} = k d t

gives

\frac{1}{[ A ]} = \frac{1}{[ A ] _{0}} + k t

. So

1/ [A]

against

t

is linear with slope

k

and intercept

1/ [A]_{0}