Exponential Function Solution Equation - Growth (Continuous, Mis-matched Time Units) - Scenario to Time

Question

Rearrange the exponential equation to solve for  for the time given this scenario?

An app starts with 700 downloads. Its download count grows continually by 4% each year.After a certain number of days it has 700 downloads.

Accepted Answer

$$t = 365 \cdot \frac{\ln{\frac{700}{700}}}{0.04}$$

Answer

$$t = 365 \cdot \frac{0.04}{\ln{\frac{700}{700}}}$$

Answer

$$t = -\frac{1}{365} \cdot \frac{\ln{700 \cdot 700}}{0.04}$$

Practice: Exponential Function Solution Equation - Growth (Continuous, Mis-matched Time Units) - Scenario to Time