Question: ( begin{array}{l}int sin ^{3} x d x= -frac{cos ^{3} x}{3}+cos x+C frac{cos ^{3} x}{3}-cos x+C frac{sin ^{4} x}{4}+C frac{cos ^{3} x}{3}-x+Cend{array} )

\$ \\begin{array}{l}\\int \\sin ^{3} x d x= \\\\-\\frac{\\cos ^{3} x}{3}+\\cos x+C \\\\ \\frac{\\cos ^{3} x}{3}-\\cos x+C \\\\ \\frac{\\sin ^{4} x}{4}+C \\\\ \\frac{\\cos ^{3} x}{3}-x+C\\end{array} \$

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