Calculus for AP

Subject:
Advanced Placement
Subdiscipline:
Math
Grade:
11
Grade:
12
child-product-1:
9781305674912
child-product-2:
9781305948013
child-product-3:
9781305966581
child-product-4:
9781305952973
child-product-5:
9781305966574
child_isbn10:
130567491X, 1305948017, 1305966589, 1305952979, 1305966570,
Childsearchkeywords:
Calculus for AP | Hardcover - 9781305674912, Calculus for AP | Teacher's Edition - 9781305948013, Calculus for AP | Solutions Manual - 9781305952973, Calculus for AP | AP Teachers Resource Guide for Larsons (1st edition) - 9781305966574
ISBN13:
parent9781305674912
ISBN13:
Weight:
10.23 Grams
Dimensions:
0.11 cm
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Calculus for AP

Description

For the first time, Ron Larson has partnered with an AP calculus teacher to develop a program that meets the needs of the AP calculus course while helping students develop mathematical knowledge conceptually.
With a clear focus on course demands, Calculus for AP introduces content in the sequence most preferred by AP calculus teachers, resulting in more complete content coverage.

Key Features:
- The Table of Contents presents topics in the sequence preferred by most AP calculus teachers to meet course demands.
- Exponential, logarithmic and inverse trigonometric functions are introduced earlier in the course, allowing for complete coverage of differentiation and a greater variety of applications.
- Mathematical Practices for AP Calculus (MPACs) that are presented in the AP Curriculum Framework for AP calculus AB and BC are represented and clearly labelled in the text, examples and exercises.
- Calculus AP Exam Preparation Questions are modelled after the AP Exam and appear at both the end of section exercises and chapter.
- Insights are AP specific and appear throughout the book to offer important information about material commonly appearing on the AP Exam.

Table of Contents:
P. Preparation for Calculus
1. Limits and Their Properties
2. Differentiation
3. Applications of Differentiation
4. Integration
5. Differential Equations
6. Applications of Integration
7. Integration Techniques, LHopitals Rule and Improper Integrals
8. Infinite Series
9. Parametric Equations, Polar Coordinates and Vectors