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Mathematics
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Explorations in College Algebra
Quiz 5: Growth and Decay: An Introduction to Exponential Functions
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Question 101
Multiple Choice
The following function gives the value, V, of an investment as a function of y, the years since the original investment:
Find the doubling time to the nearest year.
Question 102
Short Answer
The following function gives the amount, A, of a radioactive element remaining as a function of y, the years of decay:
Find the half-life.
Question 103
Short Answer
The following function gives the amount, A, of a radioactive element remaining as a function of y, the years of decay:
Find the half-life to the nearest year.
Question 104
Short Answer
The following function gives the amount, A, of a radioactive element remaining as a function of y, the years of decay:
Use the "Rule of 70" to estimate the half-life to the nearest year.
Question 105
Multiple Choice
The following function gives the amount, A, of a radioactive element remaining as a function of y, the years of decay:
Find the half-life to the nearest year.
Question 106
Short Answer
Peru's population increased from 28.3 million to 28.7 million in 2006. Assuming this (exponential) growth continues, to the nearest year how many years will it take for the population to double?