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Your group should have 3 or 4 students. Write your solutions on your own paper and hand them in to the TA at the end of the tutorial. Don't forget to include the names and student IDs of each team member! 1. Find each of the following integrals using whichever method seems most appropriate. (a) evide (b) (c) (d) [In(x²)dz [² s sin (r) cos" (r)dr 2. Let e be a constant, and consider the following integral 2 ²+1 dr 2x+1 dr (a) Find the value of e for which the above integral converges. (b) Find the value of the integral for the value of e you found in part (a). Your group should have 3 or 4 students. Write your solutions on your own paper and hand them in to the TA at the end of the tutorial. Don't forget to include the names and student IDs of each team member! 1. Find each of the following integrals using whichever method seems most appropriate. (a) evide (b) (c) (d) [In(x²)dz [² s sin (r) cos" (r)dr 2. Let e be a constant, and consider the following integral 2 ²+1 dr 2x+1 dr (a) Find the value of e for which the above integral converges. (b) Find the value of the integral for the value of e you found in part (a).
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The image contains two problems each with multiple parts 1 Evaluate the given integrals a Integral from 0 to 1 of exdx b Integral from 1 to e of lnx2dx c Integral from 0 to 2 of sinx3cosxdx d Integral ... View the full answer
Related Book For
A Concise Introduction to Logic
ISBN: 978-1305958098
13th edition
Authors: Patrick J. Hurley, Lori Watson
Posted Date:
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