The coordinates of points M, N, and P areM(–2, 3), N(4, 3), and P(5, –1). What coordinates for point Q make MNPQ a parallelogram?

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04-04-2021
Mathematics

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The coordinates of points M, N, and P areM(–2, 3), N(4, 3), and P(5, –1). What coordinates for point Q make MNPQ a parallelogram?

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Oybekabduraximov123idn Oybekabduraximov123idn · Answer 1 · 2021-04-04T14:32:57-04:00

Oybekabduraximov123idn Oybekabduraximov123idn

04-04-2021

Answer:

Step-by-step explanation:

4-(-2)=6 5-6=-1 Q(-1;-1

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Wchinidn Wchinidn · Answer 2 · 2021-04-04T14:50:45-04:00

Answer:

Q(-1,-1)

Step-by-step explanation:

Plot the points M, N, P on a coordinate grid. The length of Point M(-2, 3) to point N(4, 3) is 6 units, thus point P(5, -1) to point Q should also be 6 units. Opposite sides of a parallelogram are the same length. 6 units to the left of point P(5, -1) is (-1, -1). Further you can verify that point M(-2, 3) to (-1, -1) is the same length as Point N(4,3) to point P(5, -1). So opposite sides of the shape is a parallelogram. Thus point Q is (-1, -1).

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