`A rarr` Product and `((dx)/(dt)) = k [A]^(2)`. If log `((dx)/(dt))` is plotted against log [A], then graph is of the type:

For Freundlich isotherm, a groph of log x/m is plotted against log p.

For the reaction: A + B to product (dx)/(dt) = k[A]^(a)[B]^(b) if (dx)/(dt) =k , then the order of the reaction is:

For Freundilich isotherm a graph of log""(x)/(m) is plotted against log P. The slope m of the line and its y-axis intercept, respectively corresponds to

If y = 2^("log x ") , then (dy)/(dt) is

For freundlich isotherm a graph of "log"(x)/(m) is plotted against log P. The slope of the line and its y-axis intercept respectively corresponds to ……………….. .

(d)/(dt)log(1+t^(2))

int log (5+t) dt

For the following reaction, A overset(500 K)rarr Products A overset(400K//"catalyst")rarr Product If ((-d[A])/(dt))_(500 K)=-((d[A])/(dt))_(400 K) no catalyst in presence of catalyst Then E_(a) is approximately :