Calculus2

NOTE: Look for answers to some HW on calcchat.com, Cramster.com, Chegg, or some other similar website

Files:







5.1: 9 19 25 33 43 51 65 67 71 87 97 103 115 5.2: 13 17 19 21 23 29 37 43 57 69 99 101 103  5.3: 5 17 29 35 40 43 47 63 65 73 77 83 85 87  5.4: 7 15 33 49 59 63 65 67 71 77 83 85 91 105 111 123  5.5: 25 29 31 37 55 59 63 67 69 79 81 85 95 99 105 109  5.6: 9 17 23 27 39 49 55 57 65 69 73 77 81 101  5.7: 9 13 15 17 21 29 33 37 41 43 47 55 73  5.8: 3 13 17 25 29 31 37 49 57 69 73 89 93 95 107 - optional section
 * Larson Calculus 2 HW **

8.1: 7 17 21 25 27 37 39 43 47 49 69 75 8.2: 11 15 17 19 21 29 33 35 53 57 63 71 89 93 109  8.3: 11 15 21 27 29 31 37 39 41 55 59 71 87 93 109 (optional 110) 8.4: 21 25 27 31 35 37 39 49 73 8.5: 13 15 19 23 27 43 47 49 // 8.6: 3 5 7 11 13 15 21 23 45 // 8.7: 7 9 11 13 17 19 29 39 49 53 73 75 79 81 83 94  8.8: 11 19 25 27 29 33 39 43 47 57 63 65 69

10.1: 13 15 17 21 23 25 33 39 41 49 53 57 59 61 67 69 81 10.2: 7 9 13 17 19 25 29 35 39 42 43 47 49 55 61 75  10.3: 7 9 13 17 25 31 35 43 51 61 75  10.4: 3 11 13 29 39 43 49 51 63 65 69 77 83  10.5: 9 11 13 15 25 29 31 41 43 47 51 67

5.1: 43 65 71 97 103 5.2: 17 21 23 29 37 57  5.3: 29 43 77 83 85  5.4: 59 67 71 83 91 123  5.5: 25 31 59 63 69 81 95  5.6: 23 27 39 65 69 81  5.7: 21 33 37 41 43 47  5.8: 37 57 73 93 95 107 - optional section
 * Exam 1 preparation **

8.1: 7 25 27 43 47 49 8.2: 33 35 53 57 63 71  8.3: 11 15 21 27 29 31 41 55 87

8.4: 25 27 31 35 37 39 8.5: 15 19 23 27 43 47  8.7: 17 19 29 39 49 73 75  8.8: 25 29 33 39 53 65 69
 * Exam 2 preparation **

10.1: 15 17 33 49 53 67 69 10.2: 17 25 29 33 43 47 61  10.3: 9 13 17 25 31 35 43  10.4: 3-13 29 39 63 65 69  10.5: 15 25 29 41 43 47

** TOURO **** COLLEGE **** COURSE SYLLABUS **

** LANDER **** COLLEGE **


 * DEPARTMENT: ** Mathematics


 * COURSE TITLE: ** Calculus II


 * COURSE NUMBER: ** MAT122


 * PREREQUISITES: ** MAT121


 * CREDIT HOURS: ** 4


 * DEVELOPER: ** Dr. Kaganovskiy


 * LAST UPDATE: Jan 31/2012 **


 * __ COURSE DESCRIPTION __ **

Differentiation and integration of logarithmic, exponential, trigonometric and inverse trigonometric functions. Integration techniques. Parametric equations and polar coordinates. Applications to geometry, physics and other areas.


 * __ COURSE/DEPARTMENTAL OBJECTIVES __ **

The student will:


 * Learn about differentiation and integration of trigonometric, inverse trigonometric, exponential and logarithmic functions..
 * Learn about parametric equations and polar coordinates.
 * Learn applications of the above in geometry, physics and business.


 * __ COURSE/INSTITUTIONAL OBJECTIVES __ **

This course is intended to teach students the basic concepts of calculus. This should further professional and pre-professional career interests for students in the fields of science and business. Goals include the fostering of analytical and quantitative thinking, and the ability to solve problems and interpret data.


 * __ COURSE CONTENT __ **

Exponential and logarithmic functions

Differentiation

Integration

Applications

Trigonometric and inverse trigonometric functions

Graphs and limits

Differentiation

Integration

Applications

Integration techniques

Integration by parts

Trigonometric substitution

Integration by tables

Improper integrals

Conic sections

Parametric equations

Polar coordinates

Coordinate conversion

Graphs

Area


 * __ HARDWARE/SOFTWARE/MATERIALS REQUIREMENTS: __ **


 * T ** I-83 graphing calculator. Mathematica


 * __ COURSE REQUIREMENTS __ **

Homework Assignments

Midterm and Final Exams


 * __ GRADING GUIDELINES __ **

Students must take all exams. Grades are to be based on the weighted average of the grades in the examinations.

**__ METHODOLOGY __**

Classroom lectures and assigned homework problems.


 * __ COURSE TEXT __ **

Calculus 9th edition

Authors: Larson and Edwards

Brooks/Cole

ISBN 978-0-547-16702-2