After how many half-lives will a 6 Ci Co-60 source decay to how many curies?

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Multiple Choice

After how many half-lives will a 6 Ci Co-60 source decay to how many curies?

Explanation:
To determine how many half-lives it takes for a 6 Ci Co-60 source to decay, it's important to understand the concept of half-life. The half-life of a radioactive material is the time required for half of the radioactive atoms in the sample to decay. In this case, starting with 6 curies, we calculate the decay after each half-life: - After 1 half-life, half of 6 curies remains, which is 3 curies. - After 2 half-lives, half of 3 curies remains, which is 1.5 curies. - After 3 half-lives, half of 1.5 curies remains, which is 0.75 curies. - Finally, after 4 half-lives, half of 0.75 curies remains, which is approximately 0.375 curies. The calculated values show that none of the options provided actually correlate with the typical decay process for Co-60, which leads one to deduce that the answer choice indicating 7.5 curies after 3 half-lives is inaccurate based on the standard understanding of radioactive decay. The correct interpretation reveals that after 3 half-lives, the source

To determine how many half-lives it takes for a 6 Ci Co-60 source to decay, it's important to understand the concept of half-life. The half-life of a radioactive material is the time required for half of the radioactive atoms in the sample to decay.

In this case, starting with 6 curies, we calculate the decay after each half-life:

  • After 1 half-life, half of 6 curies remains, which is 3 curies.

  • After 2 half-lives, half of 3 curies remains, which is 1.5 curies.

  • After 3 half-lives, half of 1.5 curies remains, which is 0.75 curies.

  • Finally, after 4 half-lives, half of 0.75 curies remains, which is approximately 0.375 curies.

The calculated values show that none of the options provided actually correlate with the typical decay process for Co-60, which leads one to deduce that the answer choice indicating 7.5 curies after 3 half-lives is inaccurate based on the standard understanding of radioactive decay. The correct interpretation reveals that after 3 half-lives, the source

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