(3x^2)^3-7x^3[x^3-x(4x^2+1)]+(-x^2)^2
=3x^6-7x^3[x^3-4x^3-x]+x^4
=3x^6+21x^6+7x^4+x^4
=24x^6+8x^4=8x^4(3x^2+1)
=8(1/2)^4[3(1/2)^2+1]=(1/2)(7/4)=7/8
(3x^2)^3-7x^3[x^3-x(4x^2+1)]+(-x^2)^2
=3x^6-7x^3[x^3-4x^3-x]+x^4
=3x^6+21x^6+7x^4+x^4
=24x^6+8x^4=8x^4(3x^2+1)
=8(1/2)^4[3(1/2)^2+1]=(1/2)(7/4)=7/8