Home
Class 12
CHEMISTRY
According to collision theory for determ...

According to collision theory for determining the variation of rate of reaction with temperature the rate constant,`k= Ae^(-Ea//RT).` For most of the practical purposes A and `E_(a`[Arrhenius factor and Activation energy] are temperature independent. However they may vary slightly.
Assuming the conditions given above answer the following questions.
For constant A and `E_(a),` which parameters when plotted will give a straight line with given slope?

A

`"ln k vs T ,Slope" = (E_(a))/(R)`

B

`"ln k vs" 1/T "slope" = (E_(a))/(R)`

C

`"ln k vs"1/T,"slope"=(E_(a))/(R)`

D

`"ln k vs" T,"slope"=(E_(a))/(R)`

Text Solution

Verified by Experts

The correct Answer is:
C
Promotional Banner

Topper's Solved these Questions

  • GRAPHICAL INTERPRETATION

    GRB PUBLICATION|Exercise Comprehension 16|1 Videos
  • GRAPHICAL INTERPRETATION

    GRB PUBLICATION|Exercise Comprehension 17|1 Videos
  • GRAPHICAL INTERPRETATION

    GRB PUBLICATION|Exercise Comprehension 14|1 Videos
  • F-BLOCK ELEMENTS

    GRB PUBLICATION|Exercise Subjective type|7 Videos
  • HYDROCARBON (ALIPHATIC)

    GRB PUBLICATION|Exercise Previous years jee questions|28 Videos

Similar Questions

Explore conceptually related problems

The activation energy for a reaction at temperature T K was found to be or 2.303 "RT J mol"^(-1) . The ratio of the rate constant to Arrhenius factor is

The activation energy for a reaction at the temperature T K was found to be 2.303RT J mol^(-1) . The ratio of the rate constant to Arrhenius factor is

The activation energy for a reaction at temperature T K was found to be 2.303" RT J mol"^(-1) . The ratio of the rate constant to Arrhenius factor is

Which one of the following given graphs represents the variation of rate constant (k) with temperature (t) for an endothermic reaction ?

Which one of the following given graphs represents the variation of rate constant (k) with temperature (f) for an endothermic reaction ?

Assertion: Larger is the activation energy, lesser is the effect of a given temperature rise on rate constant 'K' . Reason: K = Ae^(-E_(a)//RT) .