Answer please 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)there2=363 nt tMuchConsider the equation y = 150(2*).%3Da. Make a table of x and y-values for whole-number x-values from 0 to 5.sPace234.Yb. What do the numbers 150 and 2 in the equation tell you about therelationship?Months PopuA population of mice has a growth factor of 3. After 1 month, thereare 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 yourequation represent.2.3

Answered: Image /qna-images/answer/c321bd59-f74e-4757-ae9f-4d66eb9171f4.jpg

Answered: Consider the equation y 150(2*). a.…

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?

Glencoe Algebra 1, Student Edition, 9780079039897, 0079039898, 2018

18th Edition

ISBN:9780079039897

Author:Carter

Publisher:Carter

Chapter6: Systems Of Linear Equations And Inequalities

Section6.2: Substitution

Problem 24PPS

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Question

Answer please

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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