(2x−y)+2x−y‾(2x - y) + \overline{2x - y}(2x−y)+2x−y is equal to :
0
2y
4x
4x - 2y
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(2x−y)+2x−y‾(2x - y) + \overline{2x - y}(2x−y)+2x−y
= 2x−y+2x−y2x - y + 2x - y2x−y+2x−y
= 4x−2y4x - 2y4x−2y
Hence, option 4 is the correct option.
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(5x - 4y) - (5y - 4x) is equal to:
9(x - y)
x - y
(y - x)
x(y−x−x−y‾)x (y - x - \overline{x - y})x(y−x−x−y) is equal to:
2x (x - y)
2x (y - x)
2x (x + y)
-2x (y - x)
x(y - z) + y(z - x) - z(y - x) is equal to:
xy + yz + zx
xy + yz - zx
xy - yz + zx
Simplify:
a2 - 2a + {5a2 - (3a - 4a2)}