In a Science class experiment, the population of insects increases according to the law of exponential growth. There were 150 insects after the fourth day of the experiment and 395 insects after one week. a. Approximately, how many insects were in the original population? b. Compute the number of insects after 10 days.

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DIFFERENTAL EQUATION: GROWTH AND DECAY, NEWTON'S LAW OF COOLING AND DILUTION/MIXING PROBLEMS.

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4. In a Science class experiment, the population of insects increases according to the law of exponential growth. There were 150 insects after the fourth day of the experiment and 395 insects after one week.


a. Approximately, how many insects were in the original population?
b. Compute the number of insects after 10 days.

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