Question

simplify 15 x minus 8 x cube + 3 x cube minus 8 x square - 4 - 2 X - 65 x cube minus 2 x

Answer 1

Answer:

Let's simplify step-by-step.

15x−8$x^{3}$+3$x^{3}$−8$x^{2}$−4−2x−65$x^{3}$−2x

=15x+−8$x^{3}$+3$x^{3}$+−8$x^{2}$+−4+−2x+−65$x^{3}$+−2x

Combine Like Terms:

=15x+−8$x^{3}$+3$x^{3}$+−8$x^{2}$+−4+−2x+−65$x^{3}$+−2x

=(−8$x^{3}$+3$x^{3}$+−65$x^{3}$)+(−8$x^{2}$)+(15x+−2x+−2x)+(−4)

=−70$x^{3}$+−8$x^{2}$+11x+−4

Answer:

=−70$x^{3}$−8$x^{2}$+11x−4

:)

Step-by-step explanation: