p(p-1)(p-2)(p-3)-120 factorisation
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Answer:
Answer = (p+2)(p-5)(p^2-3p+12)
Step-by-step explanation:
Hey mate!
Here is your answer!
(p^2-3p)(p^2-2p-p+2)-120
(p^2-3p)(p^2-3p+2)-120
let , p^2-3p = x
(x)(x+2) - 120
x^2 + 2x - 120
x^2+12x-10x - 120 = 0
x(x+12) - 10(x+12) = 0
(i)(p^2-3p-10)(p^2-3p+12) = 0
(p^2-5p+2p-10)(p^2-3p+12) = 0
{p(p-5)+2(p-5)}(p^2-3p+12) = 0
= {(p+2)(p-5)(p^2-3p+12) = 0
Ans = (p+2)(p-5)(p^2-3p+12)
hope it helps!
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