a) x(y-z) + y(z-x) + z(x-y)
= xy - xz + zy - xy + xz - yz
= ( xy - xy ) - ( xz - xz ) + ( zy - yz )
= 0 - 0 + 0
= 0 ( đpcm )
b) x(y+z-yz) - y(z+x-xz) + z(y-x)
= xy + xz - xyz - yz - xy + xyz + zy - zx
= ( xy - xy ) + ( xz - zx ) - ( xyz - xyz ) - ( yz - zy )
= 0 + 0 - 0 - 0
= 0 ( đpcm )
Ko cần tính theo kiểu của Bonking, tính ntn cx đc
a) x(y - z) + y(z - x) + z(x - y)
= xy - xz + y(z - x) + z(x - y)
= xy - xz + yz - xy + z(x - y)
= xy - xz + yz - xy + xz - yz
= 0
b) x(y + z - yz) - y(z + x - xz) + z(y - x)
= xy + xz - xyz - yz - y(z + x - xz) + z(y - z)
= xy + xz - xyz - yz - xy - xy + xyz + z(y - x)
= xy + xz - xyz - yz - xy - xy + xyz + xyz + yz - xz
= 0