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The coordinates of the point are and the coordinates of point are . What is the distance, in units, between the point and point ?Answer: units
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Q. The coordinates of the point are and the coordinates of point are . What is the distance, in units, between the point and point ?Answer: units
- Identify Coordinates: Identify the coordinates of points and .Point has coordinates , and point has coordinates .
- Same Y-coordinate: Recognize that the points share the same -coordinate. Since both points have the -coordinate of , they lie on a horizontal line, and the distance between them is the difference in their -coordinates.
- Calculate X-coordinate Difference: Calculate the difference in x-coordinates.The x-coordinate of point Q is and the x-coordinate of point P is . The difference is .
- Conclude Distance: Conclude that the distance between points and is the difference in their -coordinates.The distance between points and is units.
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