You're an environmental scientist tracking the growth of an algae population in a lake. The algae population doubles every 3 days. Initially, the lake has 500 algae cells.
You want to know when the algae population will reach 16,000 cells.

Question:

Using the logarithmic function, determine how many days it will take for the algae population to grow from 500 cells to 16,000 cells.

(Hint: Use the formula for exponential growth: 𝑃(𝑡)=𝑃0×2𝑡/𝑇

where P(t) is the population at time 𝑡,𝑃0 is the initial population, and T is the doubling time.)

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