Question

acellus.com/student/work/ZqYARqdhjM7m7HECRzIWIA Transforming Linear Functions Skip \( y=-2 x+4 \) \( y=-2 x-5 \) \( y=-5 x+3 \) The equation of this line is \( y=-2 x+1 \). Which of the following shows a way that we could change the equation to make the line shift downward? \[ y=-5 x+3 \]

          acellus.com/student/work/ZqYARqdhjM7m7HECRzIWIA
Transforming Linear Functions
Skip
\( y=-2 x+4 \)
\( y=-2 x-5 \)
\( y=-5 x+3 \)
The equation of this line is \( y=-2 x+1 \). Which of the following shows a way that we could change the equation to make the line shift downward?
\[
y=-5 x+3
\]

acellus.com/student/work/ZqYARqdhjM7m7HECRzIWIA
Transforming Linear Functions
Skip
y=-2 x+4
y=-2 x-5
y=-5 x+3
The equation of this line is y=-2 x+1. Which of the following shows a way that we could change the equation to make the line shift downward?

y=-5 x+3

Added by Claire B.

Algebra 2

Prentice Hall, Basia Kennedy, Dan… 1st Edition

Chapter 2

Instant Answer

Solved by Expert Steven Clarke

Step 1

Step 1: Identify the given equation of the line: \( y = -2x + 1 \). Show more…

Show all steps

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acellus.com/student/work/ZqYARqdhjM7m7HECRzIWIA Transforming Linear Functions Skip \( y=-2 x+4 \) \( y=-2 x-5 \) \( y=-5 x+3 \) The equation of this line is \( y=-2 x+1 \). Which of the following shows a way that we could change the equation to make the line shift downward? \[ y=-5 x+3 \]