(x-3)²+|y+2|=0,则x-3=0,且y+2=0,即 x=3,y= -2
(-2x³y的四次方-1/6x的四次方y³+4/3x的五次方y²)/(2/3x的³y²)
=(-2x³y的四次方-1/6x的四次方y³+4/3x的五次方y²)*(3/2)/(x的³y²)
=(-3x³y的四次方-1/4x的四次方y³+2x的五次方y²)/(x的³y²)
= -3y的2次方-1/4 xy+2x²
= -3*(-2)²-3*(-2)/4+2*3²
= -12+3/2+18
=6+3/2
=15/2
(-2x³y的四次方-1/6x的四次方y³+4/3x的五次方y²)/(2/3x³y²)
=(2/3x³y²)(-3/4y²-1/4xy+2x²)/(2/3x³y²)
=-3/4y²-1/4xy+2x²
因:(x-3)²+|y+2|=0所以可得:
x=3,y=-2
于是有原式=-3/4X(-2)²-1/4X3X(-2)+2X3²
=-3+3/2+18
=33/2
(-2x³y的四次方-1/6x的四次方y³+4/3x的五次方y²)/(2/3x的³y²)
=-3x^6y^6-1/4xy+2/x^2
=-3*3^6*(-2)^6-1/4*3*(-2)+1/9^3
=-3*6^6+1/24+1/729