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Group Work Forum 2.docx - Name: Jose Naranjo University ID:...

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Name: Jose NaranjoUniversity ID: 000475Thomas Edison State UniversityCalculus II (MAT-232)Section no.:Semester and year: DEC 2018Group Work 2Section 6.2:exercise 14In exercise 14, evaluate the integral:2(ln)xdxFor2(log321()33uxudueexdxe duIntegrating:13ueCSubstituting:313xeCSection 6.3:exercise 14In exercise 14, evaluate the integral:03/2cossinxxdxRewriting the integral:03/2cos(sin)xx dxIntegrating:40/21[cos]4xEvaluate at the limits of integration:4411[(cos (0))(cos ())](104)2144/
Section 6.4:exercise 8In exercise 2, determine whether or not the integral is improper. If it is improper, explain why.(a)2/50xdx(b)223dxx(c)23dxx(a)2/50xdx: The integral is improper because the function has the upper limit of integration as infinity.
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Term
Fall
Professor
WANG
Tags
Calculus, Limit, lim, sin x, cos3 x sin xdx

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