Math-U-See, Calculus : Instruction Manual

By:

Demme, Steve P. Demme, Steven P

Material type: Kit

KitPublication details: Lancaster, PA : Math-U-See Inc. 2010Description: 1 Instruction manual (474 p. : ill. ; 28 cm.), 3 DVDsISBN:

9781608260478

Subject(s):

Mathematics -- Study and Teaching (Secondary)

Contents:

Lesson 01: Terminology and Graphing Lesson 02: Parabola, Circle, and Ellipse Lesson 03: Hyperbolas and Systems of Equations Lesson 04: Functions Lesson 05: Trigonometry Lesson 06: Exponential and Logarithmic Functions Lesson 07: Limits Lesson 08: Continuity in Limits Lesson 09: Definition of a Derivative Lesson 10: Derivative Rules Lesson 11: Chain Rule Lesson 12: Derivatives of Trigonometric Functions Lesson 13: Derivatives of ex and ln(x) Lesson 14: Implicit Differentiation Lesson 15: Graphing with the First Derivative Lesson 16: Graphing with the Second Derivative; Concavity and Inflection Lesson 17: Mean Value Theorem; L’Hopital’s Rule Lesson 18: Physics Applications Lesson 19: Economics Applications Lesson 20: Optimization Applications Lesson 21: Related Rates Lesson 22: Antiderivatives Lesson 23: Integration Formulas Lesson 24: Area Under a Curve Lesson 25: Definite Integrals Lesson 26: Area Between Two Curves Lesson 27: Inverse Trigonometric Functions Lesson 28: Integration Using Tables Lesson 29: Differential Equations Lesson 30: Differential Equation Applications

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Item type	Current library	Call number	Copy number	Status	Date due	Barcode	Item holds
Books	Pathways	MUS MAT CAL (Browse shelf(Opens below))	1	Available		I0000000098962
Books	Pathways	MUS MAT CAL (Browse shelf(Opens below))	2	Checked out	06/09/2025	I0000000100313

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Calculus begins with a review of graphing, functions, limits, and basic trigonometry. The course introduces derivatives and integrals, along with various techniques and rules for using them. A wide variety of application problems involving science, business, and other topics are included. It is equivalent to a one-year high school calculus course.

Lesson 01: Terminology and Graphing
Lesson 02: Parabola, Circle, and Ellipse
Lesson 03: Hyperbolas and Systems of Equations
Lesson 04: Functions
Lesson 05: Trigonometry
Lesson 06: Exponential and Logarithmic Functions
Lesson 07: Limits
Lesson 08: Continuity in Limits
Lesson 09: Definition of a Derivative
Lesson 10: Derivative Rules
Lesson 11: Chain Rule
Lesson 12: Derivatives of Trigonometric Functions
Lesson 13: Derivatives of ex and ln(x)
Lesson 14: Implicit Differentiation
Lesson 15: Graphing with the First Derivative

Lesson 16: Graphing with the Second Derivative; Concavity and Inflection
Lesson 17: Mean Value Theorem; L’Hopital’s Rule
Lesson 18: Physics Applications
Lesson 19: Economics Applications
Lesson 20: Optimization Applications
Lesson 21: Related Rates
Lesson 22: Antiderivatives
Lesson 23: Integration Formulas
Lesson 24: Area Under a Curve
Lesson 25: Definite Integrals
Lesson 26: Area Between Two Curves
Lesson 27: Inverse Trigonometric Functions
Lesson 28: Integration Using Tables
Lesson 29: Differential Equations
Lesson 30: Differential Equation Applications

Grade 7/8 Mathematics

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