Factorise a2 + 7a – 120
Answers
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Answer:
(a-8)(a+15)
Step-by-step explanation:
Question
Factorize a²+7a-120
Understanding
Here algebraic identity i.e. (x+a)(x+b)=x²+(a+b)x+a×b.
Solution
a²+7a-120
=a²+(15-8)a-120
(As 15 is considered as a and 8 is considered as b. When 15 and -8 are multiplied to each other it becomes -120 and when added it becomes 7. So we have taken it as 15 and -8.)
=a²+15a-8a-120
=a(a+15)-8(a+15)
(Here we have taken 'a' as common in (a+15) and '-8' as common of (a+15))
=(a-8)(a+15)
(Now we have taken (a+15) as common.)
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