If a(y+z) = b(z+x) = c(x+y) and out of a, b, c no two of them are equal then show that, y-z/a(b-c) = z-x/b(c-a) = x-y/c(a-b).

If a(y+z) = b(z+x) = c(x+y) and out of a, b, c no two of them are equa

1.	If a(y+z) = b(z+x) = c(x+y) and out of a, b, c no two of them are equal then show that, y-z/a(b-c) = z-x/b(c-a) = x-y/c(a-b).
Answer» If a(y+z) = b(z+x) = c(x+y) and out of a, b, c no two of them are equal then show that, y-z/a(b-c) = z-x/b(c-a) = x-y/c(a-b).