A initial deposit in a bank account grows continuously according to the formula B=600e^.15t, where B is the amount in the bank t years after 2020. Write the exponential function B=600*e^.15t in the form of B=a(b)^t. once you have rewritten the formula, give the value of b accurate to at least four decimal place.
A initial deposit in a bank account grows continuously according to the formula B=600e^.15t, where B is the amount in the bank t years after 2020. Write the exponential function B=600*e^.15t in the form of B=a(b)^t. once you have rewritten the formula, give the value of b accurate to at least four decimal place.
Chapter6: Exponential And Logarithmic Functions
Section6.1: Exponential Functions
Problem 62SE: A scientist begins with 100 milligrams of aradioactive substance that decays exponentially. After 35...
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A initial deposit in a bank account grows continuously according to the formula B=600e^.15t, where B is the amount in the bank t years after 2020.
Write the exponential function B=600*e^.15t in the form of B=a(b)^t. once you have rewritten the formula, give the value of b accurate to at least four decimal place.
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