Home
Class 11
CHEMISTRY
The activity of a radioactive isotope fa...

The activity of a radioactive isotope falls to `12.5%` in 90 days. Compute the half life and decay constatn of isotope.

Promotional Banner

Similar Questions

Explore conceptually related problems

The activity of a radioactive isotope falls to 12.5% in 90 days. Calculate the half life and decay constant.

The activity of a radioactive isotope falls to 12.5% in 90 days. Calculate the half life and decay constant.

The activity of a radioactive isotope falls to 12.5% in 90 days. Calculate the half life and decay constant.

The activity of a radioactive isotope falls to 12.5% in 90 days. Calculate the half life and decay constant.

The activity of radioactive isotope decreases with:

The number fo radioactive atoms of a radio isotope fails to 12.5% in 27 day. Calcualate the half-life of isotope.

10 g of a radioactive isotope is reduced to 1.25 g in 12 years. Therefore half-life period of the isotope is

What is the relation between half-life and decay constant of a radioactive isotope ?