Home
Class 12
PHYSICS
The decay constant of 80^197Hg(electron ...

The decay constant of ``_80^197Hg`(electron capature to ``_79^197Au`)is `1.8xx10^-4 s^-1`.(a)What is the half-life?(b)What is the average-life ?(c )How much time will it take to convert 25% of mercury into gold?

Promotional Banner

Similar Questions

Explore conceptually related problems

The decay constant of Hg_80^197 (electron capature to Au_79^197 )is 1.8xx10^-4 s^-1 .(a) What is the half-life?(b) What is the average-life ?(c ) How much time will it take to convert 25% of mercury into gold?

Decay constant of .^197Hg is 0.017 h^(-1) .What is its half life?

The decay constant of U^238 is 4.9xx10^-18 s^-1. (a) What is the avarage-life of U^238 ?(b)What is the half-life of U^238 ?(c) By what factor does the activity of s U^238 sample decreases in 9xx19^9 years?

The decay constant of ^238U is 4.9xx10^-18 s^-1. (a) What is the avarage-life of ^238U ?(b)What is the half-life of ^238U ?(c) By what factor does the activity of s ^238U sample decreases in 9xx19^9 years?

The radioactive decay constant is 4.28 xx 10^-4 year^-1 . What is the half life period of it?

Half-life period of a radioactive element is 100 seconds. Calculate the disintegration constant and average life period. How much time will it take for 90% decay?

Half-life period of a radioactive element is 100 seconds. Calculate the disintegration constant and average life period. How much time will it take for 90% decay?

Half-life period of a radioactive element is 100 seconds. Calculate the disintegration constant and average life period. How much time will it take for 90% decay?