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The population of fruit flies in a laboratory grows geometrically and is checked everyday at noon. If the population began with 80 fruit flies and reached 125 in two days, what is the population after 4 days?

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Answer:


\boxed{195}

Explanation:

The fruit flies grows geometrically.


125=80k^2

Find the value of k.


\sqrt{(125)/(80) } =k


1.25=k


P=80(1.25)^t


t is number of days.


P=80(1.25)^4


P=195

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