Half-life

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15 Terms

1

What is half-life?

The half-life is the time it takes for half of the atoms in a sample of a radioactive substance to decay.

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2

How is half-life related to the stability of a substance?

Substances with shorter half-lives are less stable and decay faster.

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3

What is the formula for calculating the remaining amount of a substance after a given time?

Remaining amount = initial amount / 2n, where n is the number of half-lives

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4

How can you determine the half-life from a graph?

The half-life is the time it takes for the count rate to decrease by half.

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5

Why is half-life important in radiometric dating?

Half-life allows scientists to calculate the age of materials based on the amount of radioactive decay.

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6

How does the number of half-lives affect the remaining substance?

After each half-life, half of the remaining substance decays.

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7

Can you predict exactly when a single atom will decay?

No, decay is a random process, but the half-life gives the average time for decay.

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8

How does the half-life of carbon-14 help in dating fossils?

Carbon-14 has a half-life of about 5730 years, allowing scientists to date organic material.

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9

What happens to the amount of radioactive substance after 3 half-lives?

After 3 half-lives, one-eighth of the original amount remains.

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10

How does the concept of half-life apply to medical treatments?

Half-life is used to determine how long radioactive isotopes will remain active in the body.

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11

What is the half-life of uranium-238?

Approximately 4.5 billion years.

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12

How do half-lives help in the management of nuclear waste?

Half-life helps predict how long radioactive waste will remain dangerous.

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13

What is the significance of a long half-life?

It indicates that the substance decays slowly and remains radioactive for a long time.

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14

What is the significance of a short half-life?

It indicates rapid decay, making the substance dangerous for a short time.

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15

What is the relationship between half-life and risk assessment in nuclear power?

Shorter half-lives increase the risk of radiation exposure over shorter periods.

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