Home
Class 12
CHEMISTRY
Find the two third life t{2/3} of a 1st ...

Find the two third life `t_{2/3}` of a 1st order reaction in which `k=5.48*10^-14 sec^-1`.

A

`201 times 10^(13)s`

B

`2.01 times 10^(13)s`

C

`201 times 10^(20)s`

D

`0.201 times 10^(10)s`

Text Solution

Verified by Experts

The correct Answer is:
B

Let, initial concentration = a
`" "` Final concentration = `a-2/3a=a/3`
`" "t_(2//3)=(2.303)/klog""a/(a//3)`
`" "=(2.303)/(5.48 times 10^(-14))log3`
`" "=2.01 times 10^(13)s`
Promotional Banner

Similar Questions

Explore conceptually related problems

Give an example of 1st order reaction?

Choose the correct answer. a) The equation for t_{1/2} of first order reaction is i) t_{1/2}=0.693 / (K) ii) t_{1/2}=[A_{o]/2_{K}]

On introducing a catalyst at 500 K, the rate of a first order reaction increases by 1.718 times. The activation energy in the presence of catalyst is 6.05 kJ mol^(-1) . The slope of the plot of In k (sec^(-1)) against 1/T in the absence of catalyst is:

Unit of rate constant (k) of a reaction depends on the order pf the reaction Value of 'k' of two reaction are given below. Find the order of each reaction k=5xx10^(-3)molL^(-1)s^(-1)

Write the relation between half life t_(1/2) and rate constant (k)of a first order reaction .

In the Arrhenius equation for a first order reaction, the value of A and E_{a} are 4xx10^13 sec^-1 and 98.6 kj mol^-1 respectively. At what temperature will its half life be 10 minutes?

By deriving the equation for t_(1//2) of first order reaction . Prove that t_(1//2) is independent of initial concentration of its reacting spectes.

Calculate the half-life of a first order reaction from their rate constants given below. 2min^-1