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About this book :-
Barron’s AP Calculus written by David Bock, Dennis Donovan, Shirley O. Hockett.
This book is intended for students who are preparing to take either of the two Advanced Placement Examinations in Mathematics offered by the College Entrance Examination Board, and for their teachers. It is based on the May 2014 course description published by the College Board, and covers the topics listed there for both Calculus AB and Calculus BC.
Candidates who are planning to take the CLEP Examination on Calculus with Elementary Functions are referred to the section of this Introduction on that examination.
Calculus AB and BC are both full-year courses in the calculus of functions of a single variable. Both courses emphasize:
(1) student understanding of concepts and applications of calculus over manipulation and memorization;
(2) developing the student’s ability to express functions, concepts, problems, and conclusions analytically, graphically, numerically, and verbally, and to understand how these are related; and (3) using a graphing calculator as a tool for mathematical investigations and for problem-solving. Both courses are intended for those students who have already studied college-preparatory mathematics: algebra, geometry, trigonometry, analytic geometry, and elementary functions (linear, polynomial, rational, exponential, logarithmic, trigonometric, inverse trigonometric, and piecewise). The AB topical course outline that follows can be covered in a full high-school academic year even if some time is allotted to studying elementary functions. The BC course assumes that students already have a thorough knowledge of all the topics noted above
Book Detail :-
Title: Barron’s AP Calculus
Author(s): David Bock, Dennis Donovan, Shirley O. Hockett
Publisher: Barron’s Educational
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About Author :-
The author David Bock (Ithaca High School) taught AP Calculus during his 35 years at Ithaca High School, and served for several years as an Exam Reader for the College Board. He also taught mathematics at Tompkins-Cortland Community College, Ithaca College, and Cornell University. A recipient of several local, state, and national teaching awards, Dave has coauthored five textbooks, and now leads workshops for AP teachers.
Dennis Donovan has been a math teacher for 22 years, teaching AP Calculus for the past 19 years (8 years AB, 11 years BC). He has served as an AP Calculus Reader and as one of nine national Question Leaders for the AP Calculus exam. Dennis leads professional development workshops for math teachers as a consultant for the College Board and a T3 Regional Instructor for Texas Instruments.
Shirley Hockett taught mathematics for 45 years, first at Cornell University and later at Ithaca College, where she was named Professor Emerita in 1991. An outstanding teacher, she won numerous awards and authored six mathematics textbooks. Shirley’s experiences as an Exam Reader and Table Leader for AP Calculus led her to write the first ever AP Calculus review book, published in 1971. Her knowledge of calculus, attention to detail, pedagogical creativity, and dedication to students continue to shine throughout this book. On behalf of the thousands of AP Calculus students who have benefited from her tireless efforts, we gratefully dedicate this review book to Shirley.
All Famous Books of this Author :-
Here is list all books, text books, editions, versions or solution manuals avaliable of this author, We recomended you to download all.
• Download PDF Barron’s AP Calculus (10E) by David Bock, Dennis Donovan, Shirley Hockett
• Download PDF Barron’s AP Calculus (14E) by David Bock, Dennis Donovan, Shirley Hockett
• Download PDF Barron’s AP Calculus (15E) 8 test by David Bock, Dennis Donovan, Shirley Hockett
• Download PDF Barron’s AP Calculus (15E) 12 test by David Bock, Dennis Donovan, Shirley Hockett
• Download PDF Barron’s AP Calculus (16E) by David Bock, Dennis Donovan, Shirley Hockett
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Book Contents :-
Barron’s AP Calculus written by David Bock, Dennis Donovan, Shirley O. Hockett cover the following topics.
2. Limits and Continuity
4. Applications of Differential Calculus
6. Definite Integrals
7. Applications of Integration to Geometry
8. Further Applications of Integration
9. Differential Equations
10. Sequences and Series
11. Miscellaneous Multiple-Choice Practice Questions
12. Miscellaneous Free-Response Practice Exercises
Appendix: Formulas and Theorems for Reference
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