Factorize the following expression
(a) x(1-b) -y(1 -b)
(b) 9r(z + 1) + 3r(z+ 1)
(c) p² + q² + 5a(p² + q²)
(d) x² + xy + 8x + 8y
(e) 3(x+y) - 9(x + y)²
(f) 1(3m - 7n) - n(3m - 7n)
(g) (2m - 5) (3a - 2b) - (2m - 5) (2b -
(h) x(1 + y) + (7 + 7y)
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Answer:
(a) (1-b)(x-y)
(b) (z+1)(9r+3z)
(c) (p²+q²)(1+5a)
(d) x(x+y)+8(x+y)
= (x+y)(x+8)
(e) 3(x+y)-[3(x+y)]²
= 3(x+y)(1-3(x+y))
= 3(x+y)(1-3x-3y)
(f) (3m-7n)(1-n)
(g)ques incomplete
(h) x(1+y)+7(1+y)
= (1+y)(x+7)
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