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The half-life of a chemical on the planet Calculus is 2 days. If a sample has an initial mass of 1,500 mg, we want to

The half-life of a chemical on the planet Calculus is 2 days. If a sample has an initial mass of 1,500 mg, we want to determine the remaining mass after 6 days.
a) The differential equation that the mass P satisfied will depend on the relative growth (decay) rate K . The differential equation is
dP d+S P(t) =

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