The value of (2y−x)3 is _________.
8y3−x3−12y2x−12yx2
8y3−x3−12y2x+6yx2
9y3−x3−12y2x+6yx2
4y3−x3−12y2x+6yx2
(2y−x)3
Use the formula : (a−b)3 = a3−b3−3a2b+3ab2
Here, a=2y, b=x
(a−b)3 = (2y−x)3 = (2y)3−(x)3−3(2y)2x+3(2y)x2
= 8y3−x3−12y2x+6yx2
The value of (x+2y)3 is _______.
Find the cube of x+2y.
Find the value of x3 - 8y3 - 36xy - 216, if x= 2y+6.