prove algebraically that (x+y) (x+y')=x
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Explanation:
- (x+y)(x+y)=x
- x^2+y^2=X
- X+Y =✓X
SOBS
- X^2+Y^2+2xy=X
(x^2+Y^2=X)
- X+2xy=X
- if X+2xy is X, then value of 2xy should be 0.so,neither X or y is zero.
- so,X=X
hence proved.
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