Match each situation to it’s correct exponential growth or decay factor. 1. A population of bacteria grew at a rate of 10.25% per hour. 2. A radioactive isotope decayed at a rate of 2.056% per hour. 3. A deer population decreased at the rate of 1.025% per year. 4. A town‘s population increased at a rate of 1.025% per year. a. 0.97944 b. 0.98975 c. 1.1025 d. 1.01025

Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter5: Inverse, Exponential, And Logarithmic Functions
Section: Chapter Questions
Problem 51RE
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Match each situation to it’s correct exponential growth or decay factor. 1. A population of bacteria grew at a rate of 10.25% per hour. 2. A radioactive isotope decayed at a rate of 2.056% per hour. 3. A deer population decreased at the rate of 1.025% per year. 4. A town‘s population increased at a rate of 1.025% per year. a. 0.97944 b. 0.98975 c. 1.1025 d. 1.01025
Exponential Equations / Lesson 129
4. Match each situation on the left to its correct exponential growth or decay factor on the right.
- 1. A population of bacteria grew at a rate of 10.25%per hour.
a. 0.97944
2. A radioactive isotope decayed at a rate of 2.056%per hour.
b. 0.98975
C. 1.1025
• 3. A deer population decreased at a rate of 1.025%per year.
d. 1.01025
4. A town's population increased at a rate of 1.025%per year.
Transcribed Image Text:Exponential Equations / Lesson 129 4. Match each situation on the left to its correct exponential growth or decay factor on the right. - 1. A population of bacteria grew at a rate of 10.25%per hour. a. 0.97944 2. A radioactive isotope decayed at a rate of 2.056%per hour. b. 0.98975 C. 1.1025 • 3. A deer population decreased at a rate of 1.025%per year. d. 1.01025 4. A town's population increased at a rate of 1.025%per year.
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