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Use the situation below to answer the following problem: The population of Guinea pigs in a certain place increases each month exponentially. After a month, 100 Guinea pigs were counted. After 3 months, there are 500 Guinea pigs already.

Use the situation below to answer the following problem: The population of Guinea pigs in a certain place increases each month exponentially. After a month, 100 Guinea pigs were counted. After 3 months, there are 500 Guinea pigs already.

Calculus: Early Transcendentals
Calculus: Early Transcendentals
8th Edition
ISBN:9781285741550
Author:James Stewart
Publisher:James Stewart
Chapter1: Functions And Models
Section: Chapter Questions
Problem 1RCC: (a) What is a function? What are its domain and range? (b) What is the graph of a function? (c) How...
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Use the situation below to answer the following problem: The population of Guinea pigs in a certain place increases each month exponentially. After a month, 100 Guinea pigs were counted. After 3 months, there are 500 Guinea pigs already.
28.How many are there originally? Approximately 25 Guinea pigs A. Approximately 5 Guinea pigs В. Approximately 45 Guinea pigs Approximately 50 Guinea pigs C. D. 29.When will the population of the Guinea pigs be tripled? In 5 After In 3 А. months In v5 After In 3 В. month In 3 After In 5 month O D. After In 3 months In 5 30.When will the population reach 10,000? In V5 A. After month In 100 In 100 In V5 In V5 In(1005) In(100V5) In V5 В. After month Oc. After month O D. After months
Transcribed Image Text:28.How many are there originally? Approximately 25 Guinea pigs A. Approximately 5 Guinea pigs В. Approximately 45 Guinea pigs Approximately 50 Guinea pigs C. D. 29.When will the population of the Guinea pigs be tripled? In 5 After In 3 А. months In v5 After In 3 В. month In 3 After In 5 month O D. After In 3 months In 5 30.When will the population reach 10,000? In V5 A. After month In 100 In 100 In V5 In V5 In(1005) In(100V5) In V5 В. After month Oc. After month O D. After months
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