(Steps Shown) It is estimated that t weeks from now, contributions in response to a fundraising campaign will be coming in at the rate of R'(t)=5000e^-0.2t
Question: It is estimated that t weeks from now, contributions in response to a fundraising campaign will be coming in at the rate of \(R'\left( t \right)=5000{{e}^{-0.2t}}\) dollars per week, while campaign expenses are expected to accumulate at the constant rate of $676 per week.
- Far how many weeks does the rate of revenue exceed the rate of cost?
- What net earnings will be generated by the campaign during the period of time determined in part (a)?
- Interpret the net earnings in part (b) as an area between two curves.
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