Rb-87 Half Life Calculation: 478 Bq/g

AI Thread Summary
To calculate the half-life of Rb-87 from a sample of rubidium chloride with a specific activity of 478 Bq/g, first determine the number of Rb-87 atoms in the solution using its isotopic composition. The decay constant can then be calculated from the activity, which is defined as one decay per second per becquerel. The relationship between the decay constant and half-life is used to find the half-life of Rb-87. The process involves confirming the calculations for the number of Rb-87 atoms and the decay constant. Understanding these steps is crucial for solving the homework exercise effectively.
Umang
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Homework Statement


Specific Activity of a sample of rubidium chloride is 478 Bq per gram
knowing that activity is coming from Rb-87, calculate the half life of radioisotope

- Molar mass of the RbCl natural is 120.9256 gram
- Isotope composition of natural Rb is 72.15% and 27.85% respectively for Rb -85 and Rb-87.

Homework Equations


Calculate Half life of radioisotope from mixture.

The Attempt at a Solution


First find the number of Rb-87 atoms in solution.
Find the decay constant
so we can get half life.
is this process is correct?
 
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Umang said:
First find the number of Rb-87 atoms in solution.
Find the decay constant
so we can get half life.
is this process is correct?

how one will calculate the decay constant...pl.show some work done ...as its a homework exercise.
One becquerel is defined as the activity of a quantity of radioactive material in which one nucleus decays per second. The becquerel is therefore equivalent to an inverse second, s−1.
 
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