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A (1, -3) B (1, 0) C (4, 2) Parallelogram ABCD has the coordinates: Find the coordinates of point D. A) (4, 0) B) (4, -1) C) (3, -1) D) (5, -2)
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A (1, -3) B (1, 0) C (4, 2) Parallelogram ABCD has the coordinates: Find the coordinates of point D. A) (4, 0) B) (4, -1) C) (3, -1) D) (5, -2)
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Sep 3, 2018
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A (1, -3)
B (1, 0)
C (4, 2)
Parallelogram ABCD has the coordinates:
Find the coordinates of point D.
A) (4, 0)
B) (4, -1)
C) (3, -1)
D) (5, -2)
Mathematics
middle-school
Julien Tanay
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Julien Tanay
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2
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1
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Answer:
B) (4, -1)
Explanation:
Roman Bats
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Sep 5, 2018
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Roman Bats
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gradient of AB = y1-y2/x1-x2
= -3-0/1-1
= -3/0
gradient of AB = gradient of CD (as AB is parallel to CD)
therefore D = 3+y3/0+x3
= -3+2/0+4
= -1/4
since y/x of D = -1/4,
the coordinates of D is (4,-1) [option B]
-
hope this helps! :)))
Mhartl
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Sep 8, 2018
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Mhartl
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