The deer population of a forest is given by the linear function P = -15t + 320, where P is the number of deer and t is the number of years since 2005. Intercept the rate of change and initial value of the model. Refer to the images, and answer all questions please! It's for an experiment. I don't have enough points to post individually!
The deer population of a forest is given by the linear function P = -15t + 320, where P is the number of deer and t is the number of years since 2005. Intercept the rate of change and initial value of the model. Refer to the images, and answer all questions please! It's for an experiment. I don't have enough points to post individually!
MATLAB: An Introduction with Applications
6th Edition
ISBN:9781119256830
Author:Amos Gilat
Publisher:Amos Gilat
Chapter1: Starting With Matlab
Section: Chapter Questions
Problem 1P
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The deer population of a forest is given by the linear function P = -15t + 320, where P is the number of deer and t is the number of years since 2005. Intercept the rate of change and initial value of the model.
Refer to the images, and answer all questions please! It's for an experiment. I don't have enough points to post individually!
Transcribed Image Text:r Functions Lesson.pdf
Step 1 Find the slope and initial value
The equation is in y= mx + b form.
The slope is
The initial value is
Step 2 Interpret the slope as rate of change
THINK
The units of Pare
The units of t are
The units of the rate of change
are deer
Houtlare vears
are
The slope is negative, so the population is
The deer population i
at a rate bf
Step 3 Interpret the initial value
The initial valuelis the output value when the input value is zero
tis the number of years since 2005.
1= 0 corresponds to the y
The value of P when i= 0 is
The deer population was
in the year 2005.
The deer population in 2005 was
The population is
a rate of
per
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