How long will system take rounded to the nearest whole day
Problem
For a system with a constant input rate and a single removal constant, if q(0)=0, R=5 Bq/day, and k = 0.1/day, how long will it take, rounded to the nearest whole day, for q(t)=0.75q(eq)?
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After a period of time (t1) during which R=0, how long will system take, rounded to the nearest whole day, for q(t1)=0.5q(eq)?
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For a system with a constant input rate and a single removal constant. How long will system take, rounded to the nearest whole day, for q(t)=0.75q(eq)?
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