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# Calculus II MATH 175

BSU
GPA 3.72

Charles Kerr

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COURSE
PROF.
Charles Kerr
TYPE
Class Notes
PAGES
2
WORDS
KARMA
25 ?

## Popular in Mathematics (M)

This 2 page Class Notes was uploaded by Breanne Schaden PhD on Saturday October 3, 2015. The Class Notes belongs to MATH 175 at Boise State University taught by Charles Kerr in Fall. Since its upload, it has received 8 views. For similar materials see /class/218004/math-175-boise-state-university in Mathematics (M) at Boise State University.

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Date Created: 10/03/15
MATH 175 7 Review Sheet for Test 2 7 101306 1 Last update Thu OCt 12 15202215 2006 m175facehandoucsivsmnvsAisreviewsuggescionsjcex 1 This list is not in nal form Like7 stu may yet be added to it 2 Test 2 is Friday 101306 3 There will be a with calculator part of this exam Bring at least a Tl 30 4 The test will cover the material of Assignments 1 7 177 and quotquot7 roughly7 that is7 sections 747 777 787 817 827 837 1017 1027 and quotW 5 Topics Partial fractions Approximate integration and use of the error estimate formulas 6 Some relevant reView problems a 75 9 717 73 1 6m2 17 5 16 b dm ln 7 1 m 22 3 9e2 c Page 541 odds 41 49 3 d Try Simpson7s rule7 n 4 on 2 dm Whats the worst possible error as 2 estimated by the textbooks error estimate formula e 83 37 57 7 7 do each one two ways i use the methods of examples 1 and 2 of 83 ii compute the centroid of each shape7 then calculate the force on the shape if it has been rotated around so as to lie horizontal at the centroid7s depth MATH 175 7 Review Sheet for Test 2 7 101306 2 7 Notes on relevant old test problems A V E Test 3 for 41202 a Problem 1 7 improper integrals Test 4 for 5302 a Problem 3 7 arc length b Problem 5 7 a centroid c Problem 6a 7 surface area Final Exam for 51302 a Problem 3 7 decomposition b Problem 5a 7 arc length Test 1 for 91605 a Problem 2 7 an easy antiderivative free solution Test 2 for 101405 a Problem 1 7 a midpoint sum b Problem 2 7 midpoint sum error c Problems 3 and 4 7 partial fractions d Problem 7 7 a famous improper integral for Which l7Hopital7s Rule steps must be shown e Problem 8 7 more about improper integrals Problem 10 7 convergence of an improper integral Without antiderivatives Test 4 for 12205 a Problem 1 7 trace out a parametric path b Problem 3 7 the part about the slope of the graph at t 7T4 Final Exam for 121405 a Problem 7 7 more partial fractions b Problem 107 parts d7 g and

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