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Exponential Growth and Decay Problems, Exercises of Algebra

A series of mathematical problems related to exponential growth and decay. Topics include identifying growth and decay functions, population growth models, beetle population growth, medication half-life, and computer depreciation. Students will practice solving equations and making predictions based on given data.

Typology: Exercises

2021/2022

Uploaded on 08/05/2022

hal_s95
hal_s95 🇵🇭

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8.6K documents

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Download Exponential Growth and Decay Problems and more Exercises Algebra in PDF only on Docsity! Exponential Growth and Decay Problems 4 Name 1) Which of the exponential functions below show growth and which show decay? a) xy )2(5= b) xy )5(.100= c) xy )3.1(80= d) xy )8.0(20= e) xy )025.01(20 += f) xy )4.01(40 −= 2) Since January 1980, the population of the city of Brownville has grown according to the mathematical model xy )022.1(500,720= , where x is the number of years since January 1980. a) Explain what the numbers 720,500 and 1.022 represent in this model. b) What would the population be in 2000 if the growth continues at the same rate. c) Use this model to predict about when the population of Brownville will first reach 1,000,000. 3) A population of 800 beetles is growing each month at a rate of 5%. a) Write an equation that expresses the number of beetles at time x. b) About how many beetles will there be in 8 months?
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