Find the complete family of antiderivatives of
f(x)=8x3−6x4+3f(x) = 8x^{3} - \frac{6}{x^{4}} + 3f(x)=8x3−x46+3
Rewrite every term as a power of xxx before you reverse the power rule.
Which expression is the complete answer?
Select all that apply.
2x4+2x3+3x+C2x^{4} + \dfrac{2}{x^{3}} + 3x + C2x4+x32+3x+C
2x4−2x3+3x+C2x^{4} - \dfrac{2}{x^{3}} + 3x + C2x4−x32+3x+C
2x4+2x3+3x2x^{4} + \dfrac{2}{x^{3}} + 3x2x4+x32+3x
2x4+65x5+3x+C2x^{4} + \dfrac{6}{5x^{5}} + 3x + C2x4+5x56+3x+C