K is rate constant at temp T then value of `underset(Ttooo)lim` log K is equal to :-

The rate of a certain reaction increases by 2.3 times when the temperature is raised form 300K to 310 K . If k is the rate constant at 300K, then the rate constant at 310 K will be equal to

The rate of a certain reaction increases by 2.3 times when the temperature is raised form 300K to 310 K . If k is the rate constant at 300K, then the rate constant at 310 K will be equal to

Find the value of : underset(x to 0) lim (1+kx)^(k/x)

In Arrhenius equation K =Ae^(-E_(a)//RT) , as underset(Trarroo)"lim" "log"_(10) K equals to:

Given that K is the rate constant for some order of any reaction at temp T then the value of T^limrarroo^(logK) _____.(where A is the arrhenius constant):