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Draw the following lines on a coordinate grid.1. Slope is 0, y-intercept is 52. Slope is 2, y-intercept is -1 3. Slope is -2, y-intercept is 14. Slope is 1/2, y-intercept is -1

User ShaneC
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1 Answer

14 votes
14 votes

We have the following:

The first thing is to calculate the equation of each line, we have that the equation in slope form and y-intercept is


y=mx+b

where m is the slope and b is the y-intercept, replacing:

1


\begin{gathered} y=0\cdot x+5 \\ y=5 \end{gathered}

The line is:

2.


\begin{gathered} y=2x-1 \\ \end{gathered}

The line is:

3.


y=-2x+1

The line is:

4.


y=(1)/(2)x-1

The line is:

now, all in one diagram

Draw the following lines on a coordinate grid.1. Slope is 0, y-intercept is 52. Slope-example-1
Draw the following lines on a coordinate grid.1. Slope is 0, y-intercept is 52. Slope-example-2
Draw the following lines on a coordinate grid.1. Slope is 0, y-intercept is 52. Slope-example-3
Draw the following lines on a coordinate grid.1. Slope is 0, y-intercept is 52. Slope-example-4
Draw the following lines on a coordinate grid.1. Slope is 0, y-intercept is 52. Slope-example-5
User Offwhitelotus
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3.2k points