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(a+b)² + 9(a+b) + 14
let (a+b) = x
then,
⇒x²+9x+14
⇒x²+7x+2x+14
⇒x(x+7)+2(x+7)
⇒(x+7)(x+2)
⇒[(a+b)+7] [(a+b)+2]
⇒(a+b+7)(a+b+2)
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this can help you
Step-by-step explanation:
(a+b)2+9(a+b)+14
let a+b=X
X2+9x+14
X2+7x+2x+14
X(X+7)+2(X+7)
(X+7)(x+2)
{(a+b)+7}{(a+b)+2}
(a+b+7)(a+b+2)
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