Suppose a particular insect came into the United States and, by the time it was discovered at the end of 2016, its population was estimated to be 2,000. Scientists note that the number of insects continually increases by 15% each month. Given the following formula to represent the situation, answer the following questions: N(t)= the number of insects after t months N(t) = N.ert Næ the initial number of insects r= rate of growth %3D t= time in months a. Use the information above to write a function to represent the number of insects present after t months. b. Assuming the growth remains continuous, how many insects will there be at the end of 2018? Show your work! (Hint: Let t = # of months from 2016-2018) Calculations:

Suppose a particular insect came into the United States and, by the time it was discovered at the end of 2016, its population was estimated to be 2,000. Scientists note that the number of insects continually increases by 15% each month. Given the following formula to represent the situation, answer the following questions: N(t)= the number of insects after t months N(t) = N.ert Næ the initial number of insects r= rate of growth %3D t= time in months a. Use the information above to write a function to represent the number of insects present after t months. b. Assuming the growth remains continuous, how many insects will there be at the end of 2018? Show your work! (Hint: Let t = # of months from 2016-2018) Calculations:

Name: Answer the questions in the screen shot Suppose a particular insect ca
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Description: Answer the questions in the screen shot Suppose a particular insect came into the United States and, by the time it was discovered at the end of2016, its population was estimated to be 2,000. Scientists note that the number of insects continuallyincr