The population of Leavetown was 123000 in the year 2000 the population kept increasing at a...
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The population of Leavetown was 123000 in the year 2000 the population kept increasing at a yearly rate of 3.75% for 10 years. After that, due to exconomic slowdown, the population starts to decrease at a yearly rate of 2.5%. a. Write a mathmatical model (equation) to represent the population change in Leavetown. (Hint: you need to use a piecewise-defined function for your model) b. Use a graphing tool to graph the function you have construct. I c. Calculate the maximum population Leavetown had since the year 2000. d. By the end of which year population of Leavetown is going to be less than its population in the year 2000. The population of Leavetown was 123000 in the year 2000 the population kept increasing at a yearly rate of 3.75% for 10 years. After that, due to exconomic slowdown, the population starts to decrease at a yearly rate of 2.5%. a. Write a mathmatical model (equation) to represent the population change in Leavetown. (Hint: you need to use a piecewise-defined function for your model) b. Use a graphing tool to graph the function you have construct. I c. Calculate the maximum population Leavetown had since the year 2000. d. By the end of which year population of Leavetown is going to be less than its population in the year 2000.
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Related Book For
Engineering Economic Analysis
ISBN: 9780195168075
9th Edition
Authors: Donald Newnan, Ted Eschanbach, Jerome Lavelle
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