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How Do You Graph a Line If You're Given the Slope and the Intercept?
Graph a line with a slope of 2 and a y-intercept of -2
Summary
- The coordinate axes are made up of the x- and y-axes
- (0,-2) is the point of the y-intercept
- Since slope is defined as a fraction of "rise" over "run", it's a good idea to represent the value for slope as a fraction too
- We can use the slope to find more points on the line!

Notes
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- We can put what we know together to get (0,-2)
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- Since we used half the information we have, we still don't quite know what the line should look like
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- Slope is best represented as a fraction because its definition is the fraction "rise" over "run"
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- On the vertical axis, up is the positive direction and down is the negative direction
- On the horizontal axis, right is the positive direction and left is the negative direction
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- On the vertical axis, up is the positive direction and down is the negative direction
- On the horizontal axis, right is the positive direction and left is the negative direction
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- We can go up 2 and right 1, or down 2 and left 1 to find new points
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- Our slope was positive, so we went up and to the right, and down and to the left