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Slope of a line (m)
The last 2 lines had a positive slope, let’s look at slopes with negative slopes
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Slope of a line (m)
We still use rise over run, except the “stairs” are underneath the line.
3
-2
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Try for yourself
Draw 2 lines with the following slopes on your graph paper.
C) D)
Start anywhere on your coordinate plane.
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3.3 Graph linear functions, noting that the vertical change (change in y-value) per unit of horizontal change (change in x-value) is always the same and know that the ratio (“rise over run”) is called the slope of a graph.
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What do you need to do?
Identify the slope on a graph
First find where the line goes through (intersects the grid lines)
Draw a triangle and calculate the slope
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What do you need to do?
Decide if it’s a negative or positive slope
Trace the triangle on the graph paper
On the CAHSEE you can write on the test!
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What do you need to do?
Use the formula
Rise is negative 1
Run is 2
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Now it’s your turn
Identify the slope on each line.
First make points where the line intersects the grid
Then calculate the slope
If you finish early, then also identify where the line crosses the y-axis.
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Released Question from CAHSEE
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Released Question from CAHSEE