Suppose that the value of a certain investment after t years can be approximated by the function $f ( t ) = 100,000 e ^ { 0.12 t ^ { 2 / 3 } }$ What is the dollar value of the investment after 8 years?
Enter your answer exactly in the form: a $\mathrm { e } ^ { \mathrm { b } }$ where a is an integer and b is a real number to two decimal places (no units).

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The Answer of Suppose that the value of a certain investment after t years can be approximated by the function $f ( t ) = 100,000 e ^ { 0.12 t ^ { 2 / 3 } }$ What is the dollar value of the investment after 8 years?
Enter your answer exactly in the form: a $\mathrm { e } ^ { \mathrm { b } }$ where a is an integer and b is a real number to two decimal places (no units).

Suppose That the Value of a Certain Investment After T f(t)=100,000e0.12t2/3f ( t ) = 100,000 e ^ { 0.12 t ^ { 2 / 3 } }f(t)=100,000e0.12t2/3

Suppose That the Value of a Certain Investment After T $f ( t ) = 100,000 e ^ { 0.12 t ^ { 2 / 3 } }$