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How Do You Graph a Line If You're Given the Slope and a Single Point?
Graph the line that has a slope of -1/2 and goes through the point (3,4)
Summary
- The coordinate axes are made up of the x- and y- axes
- We can use the directions we know from the "rise" and "run" to figure out where other points on the line should be plotted
- Once you have three points, you can graph the line

Notes
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- Without taking the slope into account, our line could look like just about any line going through that point
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- Since slope is "rise" divided by "run", either the "rise" or the "run", not both, must be negative to give us a negative slope
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- Slope is defined as "rise" over "run"
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- Slope is defined as "rise" over "run"
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- We can use what we know about "rise" and "run" to find other points on our line
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- You can break up the slope into "rise" and "run" to help you find new points
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- You can break up the slope into "rise" and "run"