3 vertices of a parallelogram ABCD are A(1,2), B(2,4), C(3,7) find the coordinator of vertex 'D'
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Hi Friend!!!
Here is ur answer !!!
The mid points of vertices are equal in parallelogram
So, let D(x,y)
AC mid point = BD mid point
(1+3/2 , 2+7/2) = (x+2/2 , y+4/2)
(4/2 , 9/2) = (x+2/2 , y+4/2)
x+2/2 = 2
x+2 = 4
x = 4-2
x = 2
y+4/2 = 9/2
y+4 = 9
y = 9-4
y = 5
So D coordinates = (x, y) = (2,5)
Hope it helps u : )
Here is ur answer !!!
The mid points of vertices are equal in parallelogram
So, let D(x,y)
AC mid point = BD mid point
(1+3/2 , 2+7/2) = (x+2/2 , y+4/2)
(4/2 , 9/2) = (x+2/2 , y+4/2)
x+2/2 = 2
x+2 = 4
x = 4-2
x = 2
y+4/2 = 9/2
y+4 = 9
y = 9-4
y = 5
So D coordinates = (x, y) = (2,5)
Hope it helps u : )
MRprfect:
Thanks for your answer ☺
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