(x-y)^3=x³--3x²y+3xy²-y³
得 -3x²y+3xy=²(x-y)^3-(x³-y³)
原式=x(x³-y³)+(x-y)^3-(x³-y³)+y(y³-x³)
=(x³-y³)(x-y-1)+(x-y)^3
X-y=1 所以 X-y-1 =0
原式=0+1
=1
(x-y)^3=x³--3x²y+3xy²-y³
得 -3x²y+3xy=²(x-y)^3-(x³-y³)
原式=x(x³-y³)+(x-y)^3-(x³-y³)+y(y³-x³)
=(x³-y³)(x-y-1)+(x-y)^3
X-y=1 所以 X-y-1 =0
原式=0+1
=1