Solved: Integrate (a) by parts, letting (b) by substitution, letting
Chapter 8, Problem 84(choose chapter or problem)
Integrate \(\int x \sqrt{4+x}\ d x\)
(a) by parts, letting \(d v=\sqrt{4+x}\ d x\)
(b) by substitution, letting u = 4 + x
Equation Transcription:
Text Transcription:
integral xsqrt4+x dx
dv=sqrt4+x dx
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