Math, asked by tiuheartheart, 1 month ago

Exponentail Decay. The amount of radioactive material present at time t is given by A = A0ekt, where A0 is the initial amount, k<0 is the rate of decay. Radioactive substances are more commonly described in terms of their half-life or the time required for half of the substance to decompose. Determine the half-life of substance X if after 600 years, a sample has decayed to 85% of its original mass?​

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Answered by yuvrajrana10
1

Answer:

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Step-by-step explanation:

Exponentail Decay. The amount of radioactive material present at time t is given by A = A0ekt, where A0 is the initial amount, k<0 is the rate of decay. Radioactive substances are more commonly described in terms of their half-life or the time required for half of the substance to decompose. Determine the half-life of substance X if after 600 years, a sample has decayed to 85% of its original mass?

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