Factorisation of (x – 3y)^2– 5x + 15y.
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m(x−3y)2+n(3y−x)+5x−15y
=m(3y−x)2+n(3y−x)−15y+5x
=m(3y−x)2+n(3y−x)−5(3y−x)
=(3y−x)(m(3y−x)+n−5)
=(3y−x)(3my−mx+n−5)
=(x−3y)(mx−3my−n+5)
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Answer:
(x – 3y)²– 5x + 15y
(x – 3y)²– 5(x - 3y)
(x – 3y)(x – 3y)– 5(x - 3y)
(x – 3y)(x – 3y – 5)
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