Exam 5: Growth and Decay: An Introduction to Exponential Functions
Exam 1: An Introduction to Data and Functions149 Questions
Exam 2: Rates of Change and Linear Functions215 Questions
Exam 3: When Lines Meet: Linear Systems81 Questions
Exam 4: The Laws of Exponents and Logarithms: Measuring the Universe201 Questions
Exam 5: Growth and Decay: An Introduction to Exponential Functions146 Questions
Exam 6: Logarithmic Links: Logarithmic and Exponential Functions108 Questions
Exam 7: Power Functions109 Questions
Exam 8: Quadratics and the Mathematics of Motion127 Questions
Exam 9: New Functions From Old137 Questions
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Given the functions:
F(x) = 45 (4.9)x
G(x) = 10 + 0.81x
H(x) = 75 (0.91)x
K(x) = 28.3 - 5.5x
As
, which function(s) approach
? Select all that apply.


(Multiple Choice)
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The half-life of Flourine 20 is 11 seconds. If a sample initially contains 2,200 atoms, how long would it take for the sample to decay to 275 atoms?
(Short Answer)
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A city has a growth factor of 1.16 every 7 years. If the population is currently 80,726, construct a function to describe the city's population each year. Round each part of the answer to 3 decimal places if necessary.
(Essay)
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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.

(Short Answer)
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Frank borrowed money from his older sister. They agreed to terms where Frank would pay off 9% of the remaining balance every month. How long will it take for Frank to reduce the balance to 1/2 of the original amount? Use the rule of 70 and round to the nearest month.
(Short Answer)
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The price of a new car increases by 19% every 6 years. How much would a car that sells for $24,474 today, sell for in 9 years? Round to the nearest penny.
(Short Answer)
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