7.5E: Exercises - Applications of Exponential and Logarithmic Functions
- Page ID
- 40185
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PROBLEM SET: APPLICATIONS OF EXPONENTIAL AND LOGARITHMIC FUNCTIONS
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For question 13:
- if the function is given in the form \(y = ae^{kt}\), rewrite it in the form \(y = ab^t\).
- if the function is given in the form \(y = ab^t\) , rewrite it in the form \(y = ae^{kt}\).
13a. \(y=7900e^{0.472t}\). Write in the form \(y=ab^t\) |
13b. \(y=4567(0.67^t)\). Write in the form \(y=ae^{kt}\) |
13c. \(y=18720(1.47^t)\). Write in the form \(y=ae^{kt}\) | 13d. \(y=1200e^{-0.078t}\). Write in the form \(y=ab^t\) |