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Half Life Calculations Practice

Half Life Calculations Practice

Assessment

Presentation

Science

9th Grade

Hard

Created by

Joseph Anderson

FREE Resource

20 Slides • 11 Questions

1

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Half-Life Calculations and Predictions

2

​Half- life is the length of time it takes for half of a radioactive atoms of a specific isotope to decay.

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3

​When an isotope goes through 1 half-life, 1/2 of the isotope or 50% will remain.

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4

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​When an isotope goes through two half-lives, 1/4 or 25% remains.

5

Multiple Choice

Question image

When an isotope goes through 3 half-lives, _____ _________________ remains

1

1/32 of 3.125%

2

1/8 or 12.5%

3

1/16 or 6.25%

6

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​Answer:

7

Multiple Choice

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When an isotope goes through 4 half-lives, _____ _________________ remains

1

1/4 or 25%

2

1/8 or 12.5%

3

1/16 or 6.25%

8

​Answer:

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9

Multiple Choice

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When an isotope goes through 2 half-lives, _____ _________________ remains

1

1/4 or 25%

2

1/2 or 50%

3

1/8 or 12.5%

10

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Answer:

11

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Answer:10 g

​Each half-life adds 5.3 years to the total years.

​The mass will decrease by half with each half-life.

12

Multiple Choice

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How much of an 80 g sample will remain after 21.2 years?

1

40 g

2

20 g

3

10 g

4

5 g

13

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​Answer: 5 g

14

Multiple Choice

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How many years will it take for an 80 g sample to decay to 10 g? (Remember, you must add 5.3 years for each half-life.)

1

10.6 years

2

15.9 years

3

21.2 years

4

26.5 years

15

Answer: 15.9 years

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​How many years will it take for an 80g sample to decay to 10 grams?

16

Drag and Drop

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If 20 g of copper-64 has a half-life of 13 hours, what mass of copper-64 will remain after 39 hours? ( Drag the answer to the space.)​ ​
Drag these tiles and drop them in the correct blank above
2.5 g
20 g
10 g
1.25 g
5 g
0.625

17

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​Answer:

18

Multiple Choice

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If 20 g of copper-64 has a half-life of 13 hours, what mass of copper-64 will remain after 26 hours?

1

20 g

2

10 g

3

5 g

4

2.5 g

19

​Answer:

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20

​Interpreting Half-life with Graphs

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​The graph produced by radioactive decay is called exponential decay. The graph never really reaches zero.

After 1 half-life, 50% of the substance remains.

21

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​The percent of the sample remaining after 2 half-lives is 25%.

22

​Determining Half-Life from a Graph

23

Multiple Choice

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What is the half-life of radium-226?

1

1600 years

2

3200 years

3

4800 years

4

6400 years

24

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​Answer: 1600 years

25

Multiple Choice

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What is the half-life of strontium-90?

1

25 days

2

50 days

3

75 days

4

100 days

26

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​Answer: 25 days

​100 g decays to 50 g which is 50%, which is also 1/2 of 100 g.

27

Multiple Choice

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How many grams will remain after 100 g of cobalt-60 has gone through 3 half-lives?

1

50 g

2

25 g

3

12.5 g

4

6.25 g

28

​How many grams will remain after 100 g of cobalt-60 has gone through 3 half-lives?

Answer: 12.5 g

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29

Multiple Choice

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How many years will it take for 75% of 100 g of cobalt-60 to decay?

1

5 years

2

10 years

3

15 years

4

20 years

30

​How many years will it take for 75% of 100 g of cobalt-60 to decay?

Answer: 10 years ( If 75% decays, only 25% remains.)

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31

End

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Half-Life Calculations and Predictions

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