x(x²+3)+x²(x-3)-3x(x²-x-1),其中x=1/2

问题描述:

x(x²+3)+x²(x-3)-3x(x²-x-1),其中x=1/2

x(x²+3)+x²(x-3)-3x(x²-x-1)
=x(x²+3+x²-3x-3x²+3x+3)
=x(-x²+6)
=-x^3+6x
当x=1/2时,原式=-(1/2)^3+1/2*6=-1/8+3=23/8