Factorise the following:
(x2 - y2)z + (y2 - z2)x
15 Likes
(x2 - y2)z + (y2 - z2)x = x2z - y2z + y2x - z2x
= x2z - xz2 + y2x - y2z
= xz(x - z) + y2(x - z)
= (x - z)(xz + y2).
Hence, (x2 - y2)z + (y2 - z2)x = (x - z)(xz + y2).
Answered By
8 Likes
2a2x - bx + 2a2 - b
p2 - (a + 2b)p + 2ab
5a4 - 5a3 + 30a2 - 30a
b(c - d)2 + a(d - c) + 3c - 3d