Question

Using remainder theorem show that a-b ,b-c and c-a are the factors of a^2(b-c) +b^2(c-a)+ c^2(a-b)

Answer 1

Answer:

Using remainder theorem show that a-b ,b-c and c-a are the factors of a^2(b-c) +b^2(c-a)+ c^2(a-b)Using remainder theorem show that a-b ,b-c and c-a are the factors of a^2(b-c) +b^2(c-a)+ c^2(a-b)