Search Results: 'Starting Calculus'

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16 results for "Starting Calculus"
Headway Test Prep for AP Calculus AB By Ryan Lloyd
Paperback: $21.74
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This book is a comprehensive study aid for the high school student taking the advanced placement calculus test, section AB. The manual starts from the ground up, so no prior knowledge of calculus is... More > necessary. The guide teaches the basic calculus concepts, from the development of the derivative to the concept of the anti-derivative to integration techniques. The material covered is similar to that featured in a “Calculus 1” class at a university. Headway Test Prep’s manual has hundreds of examples to test your knowledge. It also has many, many theorems.< Less
How to Ace Calculus - In Only Four Hours a Week By Rocky Rhodes
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Most calculus professors suggest you spend 10 hours studying for every one hour of lecture. The Calculus Beast thinks that's too much. That's why we created How To Get An A In Calculus - In Only 4... More > Hours a Week: to give students a strategy for making better grades in less time. Do you struggle in math classes? Do you dread tests and homework? Do you spend hours studying, only to see no improvement? Chances are you could stand to change your study methods. How To Get An A In Calculus is a research-based method for getting better math grades in less time. This fool-proof strategy draws from psychology, physiology, and years of experience excelling in math and technical academics to create a series of tools and tactics that you can employ immediately to start seeing better grades. How To Get An A In Calculus gives you a battle-tested strategy for getting perfect grades in as little as four hours of studying per week.< Less
Twenty Eight: Budding Out By Clifton Meador
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The leaves start budding out according to an unknowable calculus: not in a sensible order, rational and considered, but in an idiosyncratic, chaotic manner. The relief of seeing green again is... More > immense.< Less
Re-Created Paintings in Space By Robert S. Lee et al.
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Robert Lee began to reflect upon a revolving two-dimensional mental image. Starting with an imaginary plane, he began to manipulate and rotate it in his mind. He mentally stretched, torqued,... More > expanded, and squeezed the two-dimensional plane until a three-dimensional form developed. Calculus acted as a sort of catalyst in his thought process as he developed a concept for re-created paintings. In fact, integration can be used to find the areas of plane regions with [f(x) – g(x)] dx, and the volumes of solids of revolution and volumes by slicing based on the formula A(x) dx. So he took this notion of revolving two-dimensional planes and he thought of a plan to make tangible images. The result was beautiful holistic paintings in monochromes.< Less
Nonlinearity and Proportionality in Science, Medicine, and Engineering By Ralph Lai
Hardcover: List Price: $46.97 $35.23 | You Save: 25%
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This book introduces a new αβ math for describing physical laws in science, medicine, and engineering. The αβ math is an extension to the traditional XY math to address the... More > nonlinearity of the continuous numbers. The book starts with introducing the fundamentals of nonlinearity followed by describing the methodology for analyzing the nonlinear phenomena.In the αβ math, the fundamentals of nonlinearity are based on two mathematical axioms and two universal standards for linear and nonlinear measurements. A series of proportionality laws, in conjunction with a Graph-based, true-Value compared, and Proportionality-oriented (GVP) math system, are introduced for assisting in data analyses. The new αβ math is built on the classification of continuous numbers into linear and nonlinear numbers. The linear numbers are defined as the continuous numbers that have no association with any asymptotes; and the nonlinear numbers are the continuous numbers that have association with one or two asymptotes.< Less
Re-Created Paintings in Space By Robert S. Lee, Robert S. Lee
Hardcover: $29.99
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Robert Lee began to reflect upon a revolving two-dimensional mental image. Starting with an imaginary plane, he began to manipulate and rotate it in his mind. He mentally stretched, torqued,... More > expanded, and squeezed the two-dimensional plane until a three-dimensional form developed. Calculus acted as a sort of catalyst in his thought process as he developed a concept for re-created paintings. In fact, integration can be used to find the areas of plane regions with [f(x) – g(x)] dx, and the volumes of solids of revolution and volumes by slicing based on the formula A(x) dx. So he took this notion of revolving two-dimensional planes and he thought of a plan to make tangible images. The result was beautiful holistic paintings in monochromes.< Less
Re-Created Paintings in Space By Robert S. Lee et al.
Hardcover: $25.99
Ships in 6-8 business days.
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Robert Lee began to reflect upon a revolving two-dimensional mental image. Starting with an imaginary plane, he began to manipulate and rotate it in his mind. He mentally stretched, torqued,... More > expanded, and squeezed the two-dimensional plane until a three-dimensional form developed. Calculus acted as a sort of catalyst in his thought process as he developed a concept for re-created paintings. In fact, integration can be used to find the areas of plane regions with [f(x) – g(x)] dx, and the volumes of solids of revolution and volumes by slicing based on the formula A(x) dx. So he took this notion of revolving two-dimensional planes and he thought of a plan to make tangible images. The result was beautiful holistic paintings in monochromes.< Less
Re-Created Paintings in Space By Robert S. Lee
Paperback: $19.99
Ships in 3-5 business days.
(1 Ratings)
Robert Lee began to reflect upon a revolving two-dimensional mental image. Starting with an imaginary plane, he began to manipulate and rotate it in his mind. He mentally stretched, torqued,... More > expanded, and squeezed the two-dimensional plane until a three-dimensional form developed. Calculus acted as a sort of catalyst in his thought process as he developed a concept for re-created paintings. In fact, integration can be used to find the areas of plane regions with [f(x) – g(x)] dx, and the volumes of solids of revolution and volumes by slicing based on the formula A(x) dx. So he took this notion of revolving two-dimensional planes and he thought of a plan to make tangible images. The result was beautiful holistic paintings in monochromes.< Less
Re-Created Paintings in Space By Robert S. Lee, Robert S. Lee
Paperback: $23.99
Ships in 3-5 business days.
Robert Lee began to reflect upon a revolving two-dimensional mental image. Starting with an imaginary plane, he began to manipulate and rotate it in his mind. He mentally stretched, torqued,... More > expanded, and squeezed the two-dimensional plane until a three-dimensional form developed. Calculus acted as a sort of catalyst in his thought process as he developed a concept for re-created paintings. In fact, integration can be used to find the areas of plane regions with [f(x) – g(x)] dx, and the volumes of solids of revolution and volumes by slicing based on the formula A(x) dx. So he took this notion of revolving two-dimensional planes and he thought of a plan to make tangible images. The result was beautiful holistic paintings in monochromes.< Less
Linear Algebra By Jim Hefferon
Hardcover: $26.23
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Linear Algebra by Jim Hefferon is released under the GNU Free Documentation license. Electronic copies may be downloaded for free. Hardcover copies are available for the cost of manufacturing (the... More > publisher receives no additional revenue). The book covers the material of a first undergraduate Linear Algebra course. The coverage is standard: linear systems and Gauss' method, vector spaces, linear maps and matrices, determinants, and eigenvectors and eigenvalues. Prerequisites: a semester of calculus. Students with three semesters of calculus can skip a few sections. The approach is developmental. It does not start with an assumption that students are already able at abstract work. Instead, it proceeds with a great deal of motivation, many computational examples, and exercises that range from routine verifications to (a few) challenges. The goal is, in the context of developing the usual material of an undergraduate linear algebra course, to help raise the level of mathematical maturity of the class.< Less