Evaluate.
-$\int 9 \sqrt[3]{x} d x$
A) $27 x^{4 / 3}+C$
B) $\frac{27}{4} x^{4 / 3}+C$
C) $\frac{9}{4} x^{4 / 3}+C$
D) $9 x^{4 / 3}+C$

Name: Evaluate. -$\int 9 \sqrt[3]{x} d x$ A) $27 x^{4 / 3}+C$ B) $\frac{27}{4} x^{4 / 3}+C$ C) $\frac{9}{4} x^{4 / 3}+C$ D) $9 x^{4 / 3}+C$
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Question

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The Answer of Evaluate.
-$\int 9 \sqrt[3]{x} d x$
A) $27 x^{4 / 3}+C$
B) $\frac{27}{4} x^{4 / 3}+C$
C) $\frac{9}{4} x^{4 / 3}+C$
D) $9 x^{4 / 3}+C$

Evaluate - ∫9x3dx\int 9 \sqrt[3]{x} d x∫93x​dx A) 27x4/3+C27 x^{4 / 3}+C27x4/3+C

Evaluate
- $\int 9 \sqrt[3]{x} d x$ A) $27 x^{4 / 3}+C$