Question

help people.........plzzzzz

Answer 1

If the HCF of the polynomials \(\large x^3+px+q\) and \(\large x^3+rx^2+lx+x\) is \(\large x^2+ax+b\) ,then their LCM is __________. (\(\large r \neq 0\))

Answer 2

@mathslover @mayankdevnani @agent0smith @UsukiDoll

Answer 3

Product of the polynomials = HCF * LCM

use this to solve your question.

Answer 4

how to solve. please explain

Answer 5

Isn't it Greatest Common Factor and Least Common Multiple.

Answer 6

yeah

Answer 7

you are right

Answer 8

help me people

Answer 9

@mathslover

Answer 10

\((x^3+px+q)(x^3+rx^2+lx+x) = (x^2 + ax + b)( LCM ) \)

\(\cfrac{(x^3+px+q)(x^3+rx^2+lx+x)}{(x^2+ax+b)} = LCM \)

Answer 11

solve this equation

Answer 12

Not sure whether, this is easy or not.

Answer 13

solve it...please.. @mathslover