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Syllabus MAT 132
Calculus with Analytic Geometry 2
Textbook. Calculus with Student Solution Guide, by Stanley I. Grossman, Saunders College, ISBN 0—03—016837, Fifth Edition
Course Description. Calculus with Analytic Geometry 1 (5—0—5) — Prerequisite: MAT 122 and MAT 132 or its equivalent. The integral and applications, transcendental functions and techniques of integration.
ADA Statement
Policy & Procedure for Course Withdrawal
Effective Fall quarter, 1997 the deadline for assignment of a NW" grade has been changed from the midpoint of the quarter to the 30th day of classes for full quarter courses. Deadlines for other sessions within the quarter will be prorated. (see "W Grade Deadlines in the quarterly schedule book) Instructor's signatures will no longer be required for course withdrawal. In accordance with Board of Regents' policy, a grade of "W" will be assigned for withdrawal forms submitted to the Registrar by the "W" Grade Deadline. A grade of "WF" will be assigned for withdrawal forms submitted to the Registrar after the deadline. A student may appeal the assignment of a "WF" grade by submitting to the Registrar, no later than the last day of the quarter, a "WF" Grade Appeal form along with supporting documentation substantiating non-academic hardship. Appeal forms are available in the Office of the Registrar, Richards Hall, room 246.
Syllabus MAT 132 Fall 1997
- page 1 of 2Syllabus:
Chapter 4: The Integral
4.1 Introduction
4.2 Antiderivatives
4.3 The Notation
4.4 Approximations to Area
4.5 The Definite Integral
4.6 The Fundamental Theorem of Calculus
4.7 Integration by Substitution and Differentials
4.8 Additional Integration Theory (optional)
Chapter 5: Application of the Definite Integral
5.1 The Area between two curves
5.2 Volumes
5.3 Arc Length
5.4 "Other Applications"
Chapter 6: Transcendental Functions and their Inverses
6.1 Inverse Functions
6.2 Review of Exponential and Logarithmic Functions
6.3 The Natural Logarithm Function
6.4 The Exponential Function ex
6.5 The Functions ax and loga x
6.6 Differential Equations of Exponential Growth and Decay
6.7 Integration of Trigonometric Functions
6.8 The Inverse Trigonometric Functions
Chapter 7: Techniques of Integration
7.1 Review of the Basic Formulas of Integration
7.2 Integration by Parts
7.3 Integrals of Certain Trigonometric Functions
7.4 Trigonometric Substitutions
7.6 The Integration of Rational Functions I: Linear and Quadratic Denominators
7.7 The Integration of Rational Functions II: The Method of Partial Functions
Syllabus
MAT 132 — Pall 1997 — page 2 of 2