Problem 3 – Consider a 210Po (209.982848 u) nucleus that undergoes a decay resulting in 20 Pb (205.974440 u). The mass of an a particle is (4.002603 u). The half-life of Po is 140 days. a) Find the amount of energy released in this radioactive process. b) Find the decay constant of 210P0. 84 c) Consider now a sample of 20Po. Find the amount of time that has passed when only ten percent of the original amount of Po in the sample remain.

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Chapter30: Nuclear Physics
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Problem 3 – Consider a 210Po (209.982848 u) nucleus that undergoes a decay resulting in 20 Pb
(205.974440 u). The mass of an a particle is (4.002603 u). The half-life of Po is 140 days.
a) Find the amount of energy released in this radioactive process.
b) Find the decay constant of 210Po.
84
c) Consider now a sample of 20Po. Find the amount of time that has passed when only ten
percent of the original amount of Po in the sample remain.
Transcribed Image Text:Problem 3 – Consider a 210Po (209.982848 u) nucleus that undergoes a decay resulting in 20 Pb (205.974440 u). The mass of an a particle is (4.002603 u). The half-life of Po is 140 days. a) Find the amount of energy released in this radioactive process. b) Find the decay constant of 210Po. 84 c) Consider now a sample of 20Po. Find the amount of time that has passed when only ten percent of the original amount of Po in the sample remain.
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