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Common value of the two populations at that time

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Two populations of bacteria are growing exponentially in separate petri dishes. The population in the first dish has growth constant 0.14 and initial population 1000. The population in the second dish has growth constant 0.08 and initial population 5000.

Part 1. Find the time at which the two populations have equal size. Your answer must be EXACT--decimal points ANYWHERE will be marked incorrect (so you must convert those growth constants).

Time at which the populations are equal=

Part 2. What is the common value of the two populations at that time? Either enter an exact expression or round to the nearest whole number.

Population=

Reference no: EM131243976

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