Find the present value of the future value.
-The number of reports of a certain virus has increased exponentially since year 0. The number of cases can be approximated using the function $$r ( t ) = 101 e ^ { 0.005 t }$$ where t is the number of years since
Year 0. Estimate the number of cases in year 40.
A) 247 cases
B) 117 cases
C) 123 cases
D) 93 cases

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The Answer of Find the present value of the future value.
-The number of reports of a certain virus has increased exponentially since year 0. The number of cases can be approximated using the function $$r ( t ) = 101 e ^ { 0.005 t }$$ where t is the number of years since
Year 0. Estimate the number of cases in year 40.
A) 247 cases
B) 117 cases
C) 123 cases
D) 93 cases

Find the Present Value of the Future Value r(t)=101e0.005tr ( t ) = 101 e ^ { 0.005 t }r(t)=101e0.005t

Find the Present Value of the Future Value $r ( t ) = 101 e ^ { 0.005 t }$