Question

Using factor theorem, show that (m - n), (n-p) and (p - m) are factors of
m(n2 - p2) + n(p2 - m2) + p(m2 - n2).​

Answer 1

Answer:

Step-by-step explanation:

First use m-n=0

implies m=n

now , substitute in the equation and you will get zero.

Similarly substitute n=p and p=m separately just like you did with m=n.

This will solve the equation three times leaving the remainder as .