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by: Pansy Cronin

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# Calculus MTH 229

Pansy Cronin
Marshall
GPA 3.51

Staff

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COURSE
PROF.
Staff
TYPE
Study Guide
PAGES
0
WORDS
KARMA
50 ?

## Popular in Mathematics (M)

This 0 page Study Guide was uploaded by Pansy Cronin on Sunday November 1, 2015. The Study Guide belongs to MTH 229 at Marshall University taught by Staff in Fall. Since its upload, it has received 30 views. For similar materials see /class/233249/mth-229-marshall-university in Mathematics (M) at Marshall University.

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Date Created: 11/01/15
Study Guide Exam 2 Math 229 Fall 2005 The problems in exam will be either directly from the following problems or will be similar Section 27 5a 7 11 17 Section 28 579 19 21 Section 29 Example 3p168 Example 5p169 Exercises 3 4 5 23 24 37 38 Section 32 3 5 6 9 2032 Section 33 3 8 21a cos 17 Section 34 For x sin m use the de nition to nd f z applying the following two limits limmho my 1 and limmho m O Exercises 2 5 10 13 16 18 22 35 36 37 Section 35 4 7 9 21 22 29 30 32 33 35 38 39 53 54 Section 36 579 11 13 17 19 25 41 43 For y sin 1 z nd y using the de nition Section 37 1 5 9 17 215 25 29 38 39 Section 38 2 4 9 16 19 21 28 36 39 41 43 Study Guide for Exam 3 Math 229 Spring 2007 The problems in exam will be either directly from the following problems or will be similar Sections Section 310 Section 311 Section Section Section Section Section Section 41 43 44 45 47 410 Problems Examples 15 Exercises 7 8 11 15 17 31 5 7 21 23 25 3 5 31 32 40 47 49 51 61 Example 6 Exercises 8 13 27 28 33 37 45 5 91215 21 27 46 57 Example 1 Exercises 8 9 17 43 45 Example 1 2 3 Exercises 5 9 10 11 29 1 3 9 19 23 26 30 34 38 42 59 The exam will be given on Friday April 6 06042009 STUDY SHEET for FINAL EXAM Friday May 5 The test will cover Ch 1 Sections 11 12 13 15 16 Ch 2 Sections 21 22 23 24 25 26 27 28 Ch 3 Sections 31 32 33 34 35 36 37 38 39 310 Ch 4 Sections 41 42 43 45 47 49 Ch 5 Sections 51 52 53 54 55 Please look at Reviews for Test 1 Test 2 and Test 3 Here is what you have to have an idea about after Test 3 1 Indeterminate forms of type Eand L Hospital s Rule Indeterminate forms of type 0 co co 00 0 0 and 1 44 2 Optimization problems Steps in solving optimization problems 47 3 First Derivative Test for Absolute Extreme Values 4 7 4 Antiderivatives 49 5 The area problem the distance problem 51 6 The de nite integral Riemann sum Integrable functions Properties of the de nite integral 52 7 The fundamental theorem of calculus part I and part II 53 8 Inde nite integrals The net change problem 54 9 The substitution rule for inde nite integrals The substitution rule for de nite integrals 55 Below is the list of typical problems in the most general from which you can expect on the test 1 Evaluate the limit by using l Hospital s rule See problems 714 on page 348 2 Find two positive integers such that the sum of the rst number and four times the second number is 1000 and the product of the numbers is as large as possible 3 Find the point on the hyperbola xy 8 that is closest to the point 3 0 4 Problem 59 on page 349 5 Find antiderivative See problems 6572 on page 350 1 2 Find the position of the 1t 6 A particle is moving with velocity 17t 2t particle if 50 1 7 Evaluate the Riemann sum for f x2 x O S x S 2 with four subintervals taking the sample points to be the right end points 8 Evaluate L318 2xdx by interpreting it in terms of areas 9 Write 506 2x5dx as a limit of Riemann sum taking the sample points to be right endpoints 10 Problems on pages 410411 5 7 938 43 49 57

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