sketch the parallelogram three of whose vertices are (0,-4) , (5,-4) and (5,2) Find its fourth vertex and point of intersection of its diagonal.
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We know that diagonal bisect each other so ,mid point of AC = mid point of BDLet A(0,−4), B(5,−4), C(5,2) and D (x,y)So (0+52, −4+22)=(x+52, y−42)x = 0 and y = 2So D is (0,2)and now s mid point of AC or BD = (52, −1)Now the parallelogram will be Dear Student, We know that diagonal bisect each other so ,mid point of AC = mid point of BDLet A0,-4, B5,-4, C5,2 and D x,ySo 0+52, -4+22=x+52, y-42x = 0 and y = 2So D is 0,2and now s mid point of AC or BD = 52, -1Now the parallelogram will be
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