Factorise a2+7a+10 + pa + 6p
1
a+1
2
a+2
a2+7a+10+pa+5p = a2+5a+2a+10+pa+5p ( Factorising a2+7a+10) = a(a+5)+2(a+5)+pa+5p = (a+2)(a+5)+pa+5p = (a+2)(a+5)+p(a+5) = (a+5)(a+2+p)
Factorise:
4a2−12a+9−49b2
Factorise a2+7a+10 + pa + 5p
Factorisation of a2+7a+10 gives: