Multiply out (3x3 + 4x - 5)(2x3 - 8x2 + 2) using polynomial long multiplication.
"(3x^3+4x-5)(2x^3-8x^2+2)=\\\\=\n3x^3\\cdot2x^3+3x^3\\cdot(-8x^2)+3x^3\\cdot2+\\\\\n+4x\\cdot2x^3+4x\\cdot(-8x^2)+4x\\cdot2-\\\\\n-5\\cdot2x^3-5\\cdot(-8x^2)-5\\cdot2=\\\\\n=6x^6-24x^5+6x^3+\\\\\n+8x^4-32x^3+8x-\\\\\n-10x^3+40x^2-10=\\\\\n=6x^6-24x^5+8x^4-36x^3+40x^2+8x-10"
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