A bacterial population grows exponentially. Initially there are 100 cells of bacteria. After one hour there are 800 cells. What is the doubling time for the population? Explain. If the growth continues unchecked, what will be the bacterial population after one day? Explain.

Q: Assume that the population grows exponentially with constant annual percent increase, r. a. The…

A: a) Let us assume the population grows exponentially with constant annual percentage increase, r.…

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Q: Write each equation in exponential form. 1. log, 16 = 4 b. log1o 100 = -2 c. log, 1 = 0

A: Write those in exponential form:a. log216=4b.log101100=-2c. log71=0

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