ABCD is a parallelogram where A (3, –3); B (5, 8); C (4, 7) & D(, y).

Find the coordinates of D & equation of diagonal BD.

D(2 , 4); y = 4 + 12

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D(2 , –4); y = 4 – 12

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D(2 , –3); y = 4 + 6

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D(2 , 4); y = 4 + 8

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D(2 , 6); y = 4 + 12

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Solution

The correct option is B
D(2 , –4); y = 4 – 12

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Similar questions

A B C D

A (x, y), B (5, 8), C (4, 7)

D (2, - 4)

A

B D

ABCD is a parallelogram where A(x, y), B(5, 8), C(4, 7) and D(2, -4). Find :

(i) co-ordinates of A

(ii) equation of diagonal BD.

The coordinates of the vertices of a parallelogram ABCD are A(x, y), B (5, 8), C (4, 7) and D (2, -4). Find the equation of diagonal BD.

x

y .

The line 4 – 3y + 12 = 0 meets the y-axis at A. Write down the coordinates of A.

Determine the equation of the line passing through A and perpendicular to 4 – 3y + 12 = 0.

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