A small building has become accidentally contaminated with radioactivity. The longest-lived material in the building is strontium-90. (has an atomic mass 89.907 7 u, and its half-life is 29.1 yr. It is particularly dangerous because it substitutes for calcium in bones.) Assume that the building initially contained 250 g of this substance uniformly distributed throughout the building and that the safe level is defined as less than 10.0 decays/min (to be small in comparison to background radiation). Estimate how long will the building be unsafe?

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Chapter1: Units, Trigonometry. And Vectors
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1) A small building has become accidentally contaminated with radioactivity. The
longest-lived material in the building is strontium-90. (has an atomic mass 89.907
7 u, and its half-life is 29.1 yr. It is particularly dangerous because it substitutes for
calcium in bones.) Assume that the building initially contained 250 g of this
substance uniformly distributed throughout the building and that the safe level is
defined as less than 10.0 decays/min (to be small in comparison to background
radiation). Estimate how long will the building be unsafe?
Transcribed Image Text:1) A small building has become accidentally contaminated with radioactivity. The longest-lived material in the building is strontium-90. (has an atomic mass 89.907 7 u, and its half-life is 29.1 yr. It is particularly dangerous because it substitutes for calcium in bones.) Assume that the building initially contained 250 g of this substance uniformly distributed throughout the building and that the safe level is defined as less than 10.0 decays/min (to be small in comparison to background radiation). Estimate how long will the building be unsafe?
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