(Steps Shown) Future value . The future value that accrues when $100 is invested at 7% compounded continuously is s(t)=100e^0.07t, where t is the number
Question: Future value . The future value that accrues when $100 is invested at 7% compounded continuously is \(s\left( t \right)=100{{e}^{0.07t}}\), where t is the number of years. At what rate is the money in this account growing when t = 7?
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(Solution Library) Evaluate the integral
![[Solution Library] Use algebra to rewrite the](/images/solutions/MC-solution-library-40078.jpg "[Solution Library] Use algebra to rewrite the integrand; then")
[Solution Library] Use algebra to rewrite the integrand; then
(See Steps) If the marginal revenue (in dollars per unit) for a
![[Solution Library] The Dewitt Company has found](/images/solutions/MC-solution-library-40080.jpg "[Solution Library] The Dewitt Company has found that the rate")
[Solution Library] The Dewitt Company has found that the rate
Solution: Find the particular solution: dy=(x^6-(1)/(x+1))dx;
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