If x y and z are in ap then find the value of (x+y-z)(y+z-x)
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Answer:
X,Y,Z are in AP
then y-x=z-y
x+d=y
x+2d=z
x+y=x+x+d
(x+y-z)=x+x+x+d-x+2d=3x+d-x+2d=2x-d
(-x+y+z)=-x+x+d+x+2d=x+3d
HENCE ,
(x+y-z) (-x+y+z)=(2x-d) (x+3d)
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