
Calculating Half-Life
Presentation
•
Physics
•
9th - 12th Grade
•
Hard
Joseph Anderson
FREE Resource
5 Slides • 4 Questions
1
Half Life and Half Life Calculations
• Half Life- time it takes for half
of the radioactive sample to
decay.
– Ranges from a fraction of a
second to billions of years
2
Multiple Choice
Using the graph, determine the half life of the isotope.
50
35
4
40
3
138 days
Polonium-210
Half life examples
Strontium-90
28.5 years
Cobalt-60
5.27 years
Carbon-14
5730 years
Uranium-238
700 million years
4
Calculate the number of 1/2 lives past.
Make a chart
Calculating remaining isotope
5
what is the 1/2?
How much will remain after 50 years?
If you start with 20 g how much will remain after 3 1/2 lives?
Decay of a 10 g sample of Strontium-90
6
Multiple Choice
If you have 48 kg of Polonium-210 with a half life of 138 days, how much will be left after 276 days?
24 kg
48 kg
36 kg
12 kg
7
Multiple Choice
If you have 30kg of Strontium-90 with a half life of 28.5 years, how much would you have after 85.5 years?
15 kg
3.75 kg
7.5 kg
30 kg
8
Example 3
Cobalt-60, used in radiation therapy, has a half-life
of 5.26 y. A sample of cobalt-60 containing 5.00 x
1012 radioactive atoms sits in a lead case in the
medical stockroom for 10.09 years. How many
cobalt-60 atoms remain after this amount of time?
9
Multiple Choice
What is a half life?
A slightly boring life
The amount of time it takes for 1/2 of a radioactive isotope to decay
A period of time when one is not productive
A state of being in between two different stages
Half Life and Half Life Calculations
• Half Life- time it takes for half
of the radioactive sample to
decay.
– Ranges from a fraction of a
second to billions of years
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