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Coordinate Plane

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Finding Intersection Points

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Finding Intersection Points

Finding Intersection Points

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Question 1 of 1

1. Question
Find the point of intersection of the lines below.
- 1. $(0, 1)$ $(0,1)$
- 2. $(2, 0)$ $(2,0)$
- 3. $(2, 1)$ $(2,1)$
- 4. $(2, 2)$ $(2,2)$
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An ordered pair $($ $($ $x$ $x$ $,$ $,$ $y$ $y$ $)$ $)$ gives you the location of a point on the coordinate plane

The $x-coordinate$ $\text(x-coordinate)$ gives you the horizontal position

The $y-coordinate$ $\text(y-coordinate)$ gives you the vertical position

From the point of intersection, drop down to the $x$ $x$ -axis to get the $x$ $x$ -value.

$x = 2$ $x=2$

From the point of intersection, move to the $y$ $y$ -axis to get the $y$ $y$ -value.

$y = 2$ $y=2$

The coordinate is therefore $($ $($ $2$ $2$ , $2$ $2$ $)$ $)$

$(2, 2)$ $(2,2)$