Consider the equation y 150(2*). a. Make a table of x and y-values for whole-number x-values from 0 to 5. %3D 1 3. 4. b. What do the numbers 150 and 2 in the equation tell you about the relationship?

Algebra and Trigonometry (6th Edition)
6th Edition
ISBN:9780134463216
Author:Robert F. Blitzer
Publisher:Robert F. Blitzer
ChapterP: Prerequisites: Fundamental Concepts Of Algebra
Section: Chapter Questions
Problem 1MCCP: In Exercises 1-25, simplify the given expression or perform the indicated operation (and simplify,...
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Explain what these y-intercepts tell you about the populations.
e Write an equation that clescribes the growth of Species X.
d Write an equation that describes the growth of Species Y.
e For which equation is (5, 1215) a solution?
9-2(2
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there
2=363 nt t
Much
Consider the equation y = 150(2*).
%3D
a. Make a table of x and y-values for whole-number x-values from 0 to 5.
sPace
2
3
4.
Y
b. What do the numbers 150 and 2 in the equation tell you about the
relationship?
Months Popu
A population of mice has a growth factor of 3. After 1 month, there
are 36 mice. After 2 months, there are 108 mice.
a. How many nmice were in the population initially (at 0 months)?
b. Write an equation for the population after any number of months.
Explain what information the numbers and variables in your
equation represent.
2.
3
Transcribed Image Text:Explain what these y-intercepts tell you about the populations. e Write an equation that clescribes the growth of Species X. d Write an equation that describes the growth of Species Y. e For which equation is (5, 1215) a solution? 9-2(2 メー) there 2=363 nt t Much Consider the equation y = 150(2*). %3D a. Make a table of x and y-values for whole-number x-values from 0 to 5. sPace 2 3 4. Y b. What do the numbers 150 and 2 in the equation tell you about the relationship? Months Popu A population of mice has a growth factor of 3. After 1 month, there are 36 mice. After 2 months, there are 108 mice. a. How many nmice were in the population initially (at 0 months)? b. Write an equation for the population after any number of months. Explain what information the numbers and variables in your equation represent. 2. 3
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