10th class solution only please
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Since the diagonals of a parallelogram, bisect each other, therefore co-ordinates of mid-point of AC = co-ordinates of mid-point of BD..
Let the D vertex be (x,y)
BD and AC are diagonals...
the mid points are equal..
Mid point formula=(x1+x2/2),(y1+y2/2)
AC mid points=(3-6/2),(-4+2/2)
=(-3/2,-1)
BD mid point= (x-1/2,y-3/2)
x-1/2=-3/2
x-1=-3
x=-3+1
x=-2..
y-3/2=-1
y-3=2
y=3+2=5..
Hence the coordinates of D are (-2,5)..
Hope this helps!!
cheers! (:
Let the D vertex be (x,y)
BD and AC are diagonals...
the mid points are equal..
Mid point formula=(x1+x2/2),(y1+y2/2)
AC mid points=(3-6/2),(-4+2/2)
=(-3/2,-1)
BD mid point= (x-1/2,y-3/2)
x-1/2=-3/2
x-1=-3
x=-3+1
x=-2..
y-3/2=-1
y-3=2
y=3+2=5..
Hence the coordinates of D are (-2,5)..
Hope this helps!!
cheers! (:
Triyan:
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