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What Are Vertical Lines?
Definition: Vertical Line
Summary
- The dashed lines on the coordinate axes are vertical
- All vertical lines have x-intercepts
- (b,0) is a general x-intercept for a vertical line
- Any point we choose on a vertical line will have the same x-coordinate
- x=b is the equation of a vertical line!
- If we pick the right A, B, and C for the standard form of line, Ax+By=C, then we get x=b
- Plugging those values for A, B, and C into standard form, we get 1x+0y=b

Notes
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- A vertical line is straight up and down
- The dashed lines are vertical lines
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- A vertical line is straight up and down
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- A vertical line is straight up and down
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- A vertical line is straight up and down
- The x-intercept is where a line crosses the x-axis
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- A vertical line is straight up and down
- The y-intercept is where a line crosses the y-axis
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- Parallel means that two lines never cross each other in the coordinate plane
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- A vertical line is straight up and down
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- A vertical line is straight up and down
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- A vertical line is straight up and down
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- A vertical line is straight up and down, so it cannot change its x coordinate
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- x=b is the equation for any vertical line
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- We need to get the standard form of a line, Ax+By=C, to look like x=b
- The right numbers are A=1, B=0, and C=b
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- We got the standard form of a line, Ax+By=C, to look like x=b
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- We got the standard form of a line, Ax+By=C, to look like x=b
- The special numbers are A=1, B=0, and C=b
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- A vertical line is straight up and down
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- A vertical line is straight up and down, so it cannot change its x coordinate
- An x-intercept has to have a y-coordinate of 0, so (-1,0) is our x-intercept
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- To draw any vertical line, we just draw a straight up and down line through its x-intercept
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- To draw any vertical line, we just draw a straight up and down line through its x-intercept