(x^2-x)y^2+y-(x^2+x) factories
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Answer:
=(xy-y+x)(xy-x-1)
Step-by-step explanation:
(x^2-x)y^2+y-(x^2+x)
=x(x-1)y^2+y-x(x+1)
=x(x-1)y^2+{x^2–(x^2–1)}y-x(x+1)
=x(x-1)y^2+(x^2)y–(x^2–1)y-x(x+1)
=xy{(x-1)y+x}-(x+1){(x-1)y+x}
={(x-1)y+x}{xy-(x+1)}
=(xy-y+x)(xy-x-1)
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