Factorise 7+10(x-y)-8(x-y)² completely
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Answer:
=(1+4x−6y)(7−8x+12y)
Step-by-step explanation:
ANSWER
7+10(2x−3y)−8(2x−3y)
Let 2x−3y=z
Then,7+10(2x−3y)−8(2x−3y) becomes
=7+10z−8z
=7+14z−4z−8z
=7(1+2z)−4z(1+2z)
=(1+2z)(7−4z)
Now, on substituting z=2x−3y, we get
=[(1+2(2x−3y))][7−4(2x−3y)]
=(1+4x−6y)(7−8x+12y)
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