Identify U and Dv for Finding the Integral Using Integration $\int x ^ { 3 } \ln 9 x$

question 28

Multiple Choice

Identify u and dv for finding the integral using integration by parts. $\int x ^ { 3 } \ln 9 x$ dx

• A) \(u = \int \ln 9 x\) dx; \(d v = \int x ^ { 3 }\) dx
• B) \(u = \ln 9 x , d v = x ^ { 3 } d x\)
• C) \(u = \int \ln 9 x , d v = x ^ { 3 } d x\)
• D) \(u = \ln 9 x , d v = \int x ^ { 3 } d x\)
• E) \(u = \int \ln 9 x , d v = \int x ^ { 3 } d x\)

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