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Calculus Final - Part 1 of 2!
SAMPLE
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4. Applications of Derivatives / Differentials / Problem 5
Problem 5

The function C(t)=80tt+4C\(\left\)(t\(\right\))=\(\frac{80t}{t+4}\) (in ppm\(\text{ppm}\)) represents the concentration of a solution, where t0t\(\ge\)0 is the time in minutes. Determine the average rate at which the concentration changes over the interval [0,5][0, 5].