Solve :(7x−9y)3
Using, (a−b)3=a3−b3−3ab(a−b)
Substitute a=7x,b=9y, we get,
⇒(7x−9y)3=(7x)3−(9y)3−3×7x×9y(7x−9y)
=343x3−729y3−189xy(7x−9y)
=343x3−729y3−1323x2y+1701xy2
∴(7x−9y)3=343x3−729y3−1323x2y+1701xy2
Factorise: x3+6x2y+12xy2+9y3