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Thinkwells Calculus with Edward Burger would be the first next-generation Calculus text for college courses.
Each subscription provides you with and one student one 365 days to use the site. It communicates basic principles of Calculus for your student while using engaging, interactive media they prefer and automatically reports around the student s progress. You must purchase another subscription for each and every additional student.
The program utilizes a comprehensive number of online multimedia video lectures, fully adaptable to the course syllabus.
A website customized towards the specifications of the particular course hosts a web based testing system, that permits extensive chance for practice and quizzing, and access to numerous pages of review notes, which summarize important points on the internet-based videos. The website also comes with a forum for professors as well as your students to speak with one another. Professors could also access the Thinkwell gradebook to find out how the class does on homework assignments.
We ve built Thinkwell s Calculus around a group of 277 internet-based multimedia tutorials, providing 40 hours of instructional material. Compared with a regular textbook, Thinkwell s provides a more engaging, far better way for students to find out.
Rather than reading dense chunks of text for homework, students access the world wide web to watch video lectures filled up with illustrations, examples, even humor.
Students report learning material with less effort with Thinkwell than a normal textbook.
Thinkwell s Calculus contains 1, 086 exercise items with fully worked-out solutions and explanations for right and wrong answers. Students can work for the exercises on the computer or print them in the market to work on later. Once students enter their answers inside the computer, the things are automatically graded along with the results reported to professors.
While the web based video lectures would be the heart of Thinkwell products, we also offer concise, illustrated review notes, a glossary, transcripts from the video lectures, and links to relevant websites. All of these materials might be viewed online, along with the notes and transcripts can be printed and kept for reference. Thinkwell s Calculus also features dynamic Flash
animations that further explain concepts that offer students by far the most trouble, such as determination of volumes of solids of revolution as well as the evaluation of integrals using trigonometric substitution.
Access to every one review materials is included inside the price of this online access package.
Thinkwell s Calculus also features video recording lectures that apply calculus to everyday situations, including determining the instantaneous velocity of any bicyclist and the depth of the pit into which a normal Calculus textbook has become dropped!
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Buy 2 or more 12-month online subscriptions and receive 10% off all your cart purchase, including all subscriptions, workbooks, and CDs.
Weve handpicked the very best teachers inside the to teach the classes your kids need.
Dont hang around using answer keys. We do the grading available for you!
Universities and colleges use Thinkwell courses to be certain that their students are prepared for college-level courses.
Complete package with lessons, exercises, tests, exams, gradebook
All classes are online; drive them anywhere! CDs not nesessary.
Try training for FREE! Risk-free no obligation
Thinkwell wants one to be sure that this could be the right course on your family. Not only do our company offers a FREE 2-week trial, but well also refund your hard earned dollars within 3 days of purchase, unconditionally. And if your kids end up inside wrong math grade level, were pleased to move them to your correct course in the first a couple weeks after you activate your subscription.
Thinkwell is proud to get received the Pioneer Award in the Education Innovation Network for having been named Best In Class at their 2010 Summit.
The Best In Class designation identifies the cream on the crop of companies truly employing innovation to help the cause of improving education.
Michael Moe, Summit Co-organizer
The Better Business Bureau has given Thinkwell their highest rating, an A.
The grade represents BBBs level of confidence the business is operating in the trustworthy manner and can make a good faith effort to eliminate any customer concerns filed with BBB.
The Center for Talented Youth at Johns Hopkins University has utilized Thinkwell courses as being the primary textbooks inside their programs since 2000.
Were very honored with the fact that they normally use us in most subject matter we make training for.
Copyright 2010 Thinkwell Corp. All rights reserved.
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You can order by telephone by calling our bookstore order desk at 888-416-8880, option 1. You may also submit you buy the car order information via:
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Buy 2 or more 12-month online subscriptions and receive 10% off your whole cart purchase, including all subscriptions, workbooks, and CDs.
AP Calculus BC Online Course 12-month access 125.00
12-month Online Subscription in our complete AP Calculus BC course with instructional videos, day-by-day lesson plans, automatically graded exercises, and even more.
CD Set optional contains all on the video lessons to ensure that you can watch them if you're away on the internet.
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Did you already know that fewer than 50% of students using the AP Calculus exam create a 3 or higher? The AP Calculus BC exam is one from the toughest around, so use the most effective teacher possible; learn basic principles of calculus from award-winning teacher Edward Burger. Your student will be taught and remember everything they should ace the AP Calculus BC exam through the use of calculus around the web as an alternative to an old-fashioned textbook.
The AP Calculus BC exam requires mastery in the AB topics; AP Calculus AB is sold separately.
The amount of contact hours in a program reflects the times of day a student will typically spend completing the assignments in each course watching videos, exercising, taking exams, . Many people consider contact hours as being the seat time for a program. Thinkwell provides these details so you can ensure how the amount of instruction inside a Thinkwell course meets the standards and requirements for the state or region.
Calculus BC practice chapter tests for those 5 chapters, together with a final exam to make certain youre ready with the AP Calculus BC exam.
Techniques of integration, including integration by partial fractions and trigonometric substitution
Disks, washers, shells, along with applications of integral calculus
Edward Burger, Professor of Mathematics at Williams College, earned his with the University of Texas at Austin, having graduated summa cum laude with distinction in mathematics from Connecticut College.
He has taught at UT-Austin as well as the University of Colorado at Boulder, and that he served to be a fellow with the University of Waterloo in Canada possibly at Macquarie University in Australia. Prof. Burger has won many awards, such as the 2001 Haimo Award for Distinguished Teaching of Mathematics, the 2004 Chauvenet Prize, as well as the 2006 Lester R. Ford Award, all on the Mathematical Association of America. In 2006, Readers Digest listed him inside 100 Best of America. After completing his tenure as Gaudino Scholar at Williams, he was named Lissack Professor for Social Responsibility and Personal Ethics. In 2010, he won the prestigious Robert Foster Cherry Award for Great Teaching.
Prof. Burger may be the author that has reached over 50 articles, videos, and books, like the trade book Coincidences, Chaos, and All That Math Jazz: Making Light of Weighty Ideas along with the textbook The Heart of Mathematics: An Invitation to Effective Thinking. He also speaks frequently to professional and public audiences, referees professional journals, and publishes articles in leading math journals, including The Journal of Number Theory and American Mathematical Monthly. His elements of specialty include number theory, Diophantine approximation, p - adic analysis, the geometry of numbers, and also the theory of continued fractions.
Prof. Burger s unique humorousness and his teaching expertise combine to produce him the optimal presenter of Thinkwell s entertaining and informative video lectures.
1.1.1 Welcome to Calculus II
1.1.2 Review: Calculus I in 20 Minutes
2.1 Integration Using Tables
2.1.1 An Introduction towards the Integral Table
2.1.2 Making u-Substitutions
2.2 Integrals Involving Powers of Sine and Cosine
2.2.1 An Introduction to Integrals with Powers of Sine and Cosine
2.2.2 Integrals with Powers of Sine and Cosine
2.2.3 Integrals with Even and Odd Powers of Sine and Cosine
2.3 Integrals Involving Powers of Other Trigonometric Functions
2.3.1 Integrals of Other Trigonometric Functions
2.3.2 Integrals with Odd Powers of Tangent and Any Power of Secant
2.3.3 Integrals with Even Powers of Secant and Any Power of Tangent
2.4 An Introduction to Integration by Partial Fractions
2.4.1 Finding Partial Fraction Decompositions
2.5 Integration by Partial Fractions with Repeated Factors
2.5.1 Repeated Linear Factors: Part One
2.5.2 Repeated Linear Factors: Part Two
2.5.3 Distinct and Repeated Quadratic Factors
2.5.4 Partial Fractions of Transcendental Functions
2.6.1 An Introduction to Integration by Parts
2.6.2 Applying Integration by Parts on the Natural Log Function
2.6.3 Inspirational Examples of Integration by Parts
2.6.4 Repeated Application of Integration by Parts
2.6.5 Algebraic Manipulation and Integration by Parts
2.7 An Introduction to Trigonometric Substitution
2.7.1 Converting Radicals into Trigonometric Expressions
2.7.2 Using Trigonometric Substitution to Integrate Radicals
2.7.3 Trigonometric Substitutions on Rational Powers
2.8 Trigonometric Substitution Strategy
2.8.1 An Overview of Trigonometric Substitution Strategy
2.8.2 Trigonometric Substitution Involving a Definite Integral: Part One
2.8.3 Trigonometric Substitution Involving a Definite Integral: Part Two
2.9 The Calculus of Inverse Trigonometric Functions
2.9.1 More Calculus of Inverse Trigonometric Functions
3.1 Understanding Parametric Equations
3.1.1 An Introduction to Parametric Equations
3.1.3 Eliminating Parameters
3.2 Calculus and Parametric Equations
3.2.1 Derivatives of Parametric Equations
3.2.2 Graphing the Elliptic Curve
3.2.3 The Arc Length of the Parameterized Curve
3.2.4 Finding Arc Lengths of Curves Given by Parametric Equations
3.3 Understanding Polar Coordinates
3.3.1 The Polar Coordinate System
3.3.2 Converting between Polar and Cartesian Forms
3.3.4 Graphing Some Special Polar Functions
3.4 Polar Functions and Slope
3.4.1 Calculus and also the Rose Curve
3.4.2 Finding the Slopes of Tangent Lines in Polar Form
3.5 Polar Functions and Area
3.5.1 Heading toward the Area of any Polar Region
3.5.2 Finding the Area of the Polar Region: Part One
3.5.3 Finding the Area of an Polar Region: Part Two
3.5.4 The Area of the Region Bounded by Two Polar Curves: Part One
3.5.5 The Area of the Region Bounded by Two Polar Curves: Part Two
4.1.1 The Limit of an Sequence
4.1.2 Determining the Limit of your Sequence
4.1.3 The Squeeze and Absolute Value Theorems
4.2 Monotonic and Bounded Sequences
4.2.1 Monotonic and Bounded Sequences
4.3.1 An Introduction to Infinite Series
4.3.2 The Summation of Infinite Series
4.3.5 Applications of Series
4.4 Convergence and Divergence
4.4.1 Properties of Convergent Series
4.4.2 The nth-Term Test for Divergence
4.5.1 An Introduction to your Integral Test
4.5.2 Examples in the Integral Test
4.5.3 Using the Integral Test
4.6 The Direct Comparison Test
4.6.1 An Introduction on the Direct Comparison Test
4.6.2 Using the Direct Comparison Test
4.7 The Limit Comparison Test
4.7.1 An Introduction to your Limit Comparison Test
4.7.2 Using the Limit Comparison Test
4.7.3 Inverting the Series from the Limit Comparison Test
4.8 The Alternating Series
4.8.2 The Alternating Series Test
4.8.3 Estimating the Sum of an Alternating Series
4.9 Absolute and Conditional Convergences
4.9.1 Absolute and Conditional Convergence
4.10 The Ratio and Root Tests
4.10.2 Examples in the Ratio Test
4.11 Polynomial Approximations of Elementary Functions
4.11.1 Polynomial Approximation of Elementary Functions
4.11.2 Higher-Degree Approximations
4.12 Taylor and Maclaurin Polynomials
4.12.1 Taylor Polynomials
4.12.2 Maclaurin Polynomials
4.12.3 The Remainder of an Taylor Polynomial
4.12.4 Approximating the Value of any Function
4.13 Taylor and Maclaurin Series
4.13.2 Examples on the Taylor and Maclaurin Series
4.13.4 The Convergence of Taylor Series
4.14.1 The Definition of Power Series
4.14.2 The Interval and Radius of Convergence
4.14.3 Finding the Interval and Radius of Convergence: Part One
4.14.4 Finding the Interval and Radius of Convergence: Part Two
4.14.5 Finding the Interval and Radius of Convergence: Part Three
4.15 Power Series Representations of Functions
4.15.1 Differentiation and Integration of Power Series
4.15.2 Finding Power Series Representations by Differentiation
4.15.3 Finding Power Series Representations by Integration
4.15.4 Integrating Functions Using Power Series
5.1 Solving a Homogeneous Differential Equation
5.1.1 Separating Homogeneous Differential Equations
5.2 Solving First-Order Linear Differential Equations
5.2.1 First-Order Linear Differential Equations
5.2.2 Using Integrating Factors
6. Vector Calculus plus the Geometry of R 6.1 Vectors as well as the Geometry of R
6.1.1 Coordinate Geometry in Three Dimensional Space
6.1.2 Introduction to Vectors
6.1.4 An Introduction to your Dot Product
6.1.5 Orthogonal Projections
6.1.6 An Introduction for the Cross Product
6.1.7 Geometry with the Cross Product
6.1.8 Equations of Lines and Planes in R
6.2.1 Introduction to Vector Functions
6.2.2 Derivatives of Vector Functions
6.2.3 Vector Functions: Smooth Curves
6.2.4 Vector Functions: Velocity and Acceleration
Thinkwell wants one to be sure that this could be the right course for ones family. Not only do you can expect a FREE 2-week trial, but well also refund your cash within 3 working days of purchase, unconditionally. And if your kids end up within the wrong math grade level, were thrilled to move them to your correct course inside first 14 days after you activate your subscription.