A synthetic radioisotope is freshly prepared in a lab that has an activity of 10.0 mCi. If the activity of the radioisotope changes to 0.08 µCi in 25hours, (a) What is the decay constant and half-life of the radioisotope in seconds? (b) What is the sample’s activity in µCi 50 hours after it is prepared? (c) After how many half-lives, will a 5.00% of this synthetic sample remain?

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A synthetic radioisotope is freshly prepared in a lab that has an
activity of 10.0 mCi. If the activity of the radioisotope changes to 0.08 µCi in 25hours,
(a) What is the decay constant and half-life of the radioisotope in seconds?
(b) What is the sample’s activity in µCi 50 hours after it is prepared?
(c) After how many half-lives, will a 5.00% of this synthetic sample remain?

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