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Published byLiliana Wright Modified over 8 years ago
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Chapter 1.3 USE DISTANCE AND MIDPOINT FORMULA
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In this section we will… Review the midpoint and distance formula Use the definition of a midpoint to solve algebraic problems.
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What is a midpoint? A midpoint is a point on a segment that divides the segment in half and therefore creates two congruent segments.
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What is a segment bisector? A segment bisector is exactly what it sounds like. Something that divides a segment into two congruent pieces. Segment bisectors can be points, lines, rays, segments, planes, etc.
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What is the difference between a midpoint and segment bisector? A midpoint is the actual point where the segment is cut in two congruent segments. The segment bisector is what cuts the segment in two congruent segments.
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Page #19 3 - 16
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Midpoint formula This formula shows where the midpoint of a line segment lies on the coordinate plane.
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Find the midpoint of the segment with the given endpoints.
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Point Y is an endpoint and point M is the midpoint. Use the midpoint formula to find the other endpoint.
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Distance formula This formula finds the distance of a segment between two endpoints on the coordinate plane.
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Use the distance formula to find the distance of the segment.
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Page 19 # 17 – 19, 24 – 33, 43 - 45
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