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Mathematics, 07.12.2020 22:10 bmr12

One of the vertices of Triangle PQR is P(4,-1). The midpoint of Segment PQ is M(6,0). The midpoint of Segment QR is N(8,2). Show that Segment MN is parallel Segment PR and MN = 1/2(PR) 1. The coordinates of Q are (blank)

2. The coordinates of R are (blank)

3. The slope of Segment MN is (blank)

4. The slope of Segment PR is (blank)

5. The line segments are (blank)

6. MN = (blank)

7. PR = (blank)

[Please fill in all the blanks! Thank you!]


One of the vertices of Triangle PQR is P(4,-1). The midpoint of Segment PQ is M(6,0). The midpoint

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One of the vertices of Triangle PQR is P(4,-1). The midpoint of Segment PQ is M(6,0). The midpoint o...

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