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

• 2

Course Hero uses AI to attempt to automatically extract content from documents to surface to you and others so you can study better, e.g., in search results, to enrich docs, and more. This preview shows page 1 - 2 out of 2 pages.

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.
End of preview. Want to read all 2 pages?

Course Hero member to access this document

Term
Fall
Professor
WANG
Tags
Limit, lim, sin x, cos3 x sin xdx