即x+2=y-4=0
x=-2,y=4
z=-1
所以原式=5x^2y-4xy^2+3(2xyz-2x^y)+4xy^2-4xyz
=5x^2y+6xyz-6x^y-4xyz
=-5x^2y+2xyz
=-5*4*4+2*(-2)*4*(-1)
=-80+16
=-64
即x+2=y-4=0
x=-2,y=4
z=-1
所以原式=5x^2y-4xy^2+3(2xyz-2x^y)+4xy^2-4xyz
=5x^2y+6xyz-6x^y-4xyz
=-5x^2y+2xyz
=-5*4*4+2*(-2)*4*(-1)
=-80+16
=-64