MATH 1770
Macomb Community College
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Calculus II Notes Sections 7.2-9.4 (Some Sections Excluded (Detailed Hand-Written(Part 1 of 2))
- Class notes • 20 pages • 2024
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Continuation of course material for Calculus II with sections 7.2 on trigonometric integrals and substitution. Notes also included but were not limited to: integration by parts, trigonometric identities, practice problems in preparation for course (MATH 1770) quizzes, partial fractions decomposition, substitution techniques, repeated linear roots, rational functions, improper integrals,
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MATH 1770 Calculus II Prerequisite Exam Answers and Corrections
- Exam (elaborations) • 2 pages • 2024
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This course require s the passing of a prerequisite exam before continuing in the class by showing mastery of Calculus 1 concepts and topics. Questions in this exam include but are not limited to: completing the square of a quadratic function, differentiating functions with trigonometric applications and chain rule, understanding trigonometric identities, logarithm function simplification, implicit differentiation as well as determining critical points.
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Calculus II Class Notes for Sections 3.11-7.1 (Detailed Hand-Written (Part 2 of 2)
- Class notes • 20 pages • 2024
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Continuation of notes for MATH 1770 Calculus II sections 3.11-7.1. Topics in these notes include, definite integrals, derivatives of hyperbolic functions, volumes of cylindrical shells, rotations, determining limits of integration, practice problems of volumes with figures and drawings, work and its related equation force times displacement with calculus applications, substitution rule, Hooke's Law, integrals of trigonometric functions, integration by parts,
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Calculus II Class Notes for Sections 3.11-7.2 (Part 1 of 2) (21 Pages Detailed Hand-Written)
- Class notes • 21 pages • 2024
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These notes provide in-detail of calculus II topics that include but are not limited to: unit circle review, hyperbolic functions introduction and applications, application of F.O.I.L method, identities, graphs of hyperbolic functions, inverse hyperbolic functions, substitution techniques, derivatives of hyperbolic functions, L'Hospital's Rule, seven indeterminate forms, limits and practice problems of limits with application of L'Hospital's Rule, areas between curves, integration, volumes of so...
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