Haileyharo
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Calculus II: Infinite Series
description here for math 227 (uc/csu math 221) follows chapter 9: Infinite Series from CALCULUS: Early Transcendental Functions (ISBN-10: 1337888958)
- Book
- Class notes
- • 35 pages •
description here for math 227 (uc/csu math 221) follows chapter 9: Infinite Series from CALCULUS: Early Transcendental Functions (ISBN-10: 1337888958)
Calculus II: Applications of Integration
math 227 applied geometry calculus II notes (uc/csu math 221) these notes cover applications of integrals using shell method, disk method, and surfaces of revolution. color coded graphs, definitions, and explanations follows chapter 7: applications of integration from CALCULUS: Early Transcendental Functions by Ron Larson and Bruce Edwards
- Book
- Class notes
- • 15 pages •
math 227 applied geometry calculus II notes (uc/csu math 221) these notes cover applications of integrals using shell method, disk method, and surfaces of revolution. color coded graphs, definitions, and explanations follows chapter 7: applications of integration from CALCULUS: Early Transcendental Functions by Ron Larson and Bruce Edwards
Calculus II Notes: Integration Techniques
math 227 notes (uc/csu math 221) analytic geometry and calculus II. based on chapter 8: integration techniques from CALCULUS: EARLY TRANSCENDENTAL FUNCTIONS by Ron Larson and Bruce Edwards. These calculus notes cover basic integration rules, integration by parts, trigonometric integrals, partial fractions, numerical integration, integration by tables, and improper integrals with color coded and easy to understand graphs, definitions, formulas and solved example problems
- Book
- Class notes
- • 22 pages •
math 227 notes (uc/csu math 221) analytic geometry and calculus II. based on chapter 8: integration techniques from CALCULUS: EARLY TRANSCENDENTAL FUNCTIONS by Ron Larson and Bruce Edwards. These calculus notes cover basic integration rules, integration by parts, trigonometric integrals, partial fractions, numerical integration, integration by tables, and improper integrals with color coded and easy to understand graphs, definitions, formulas and solved example problems