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Calculus Simplified

Oscar E. Fernandez

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Princeton University Press img Link Publisher

Naturwissenschaften, Medizin, Informatik, Technik / Mathematik

Beschreibung

An accessible, streamlined, and user-friendly approach to calculus

Calculus is a beautiful subject that most of us learn from professors, textbooks, or supplementary texts. Each of these resources has strengths but also weaknesses. In Calculus Simplified, Oscar Fernandez combines the strengths and omits the weaknesses, resulting in a “Goldilocks approach” to learning calculus: just the right level of detail, the right depth of insights, and the flexibility to customize your calculus adventure.

Fernandez begins by offering an intuitive introduction to the three key ideas in calculus—limits, derivatives, and integrals. The mathematical details of each of these pillars of calculus are then covered in subsequent chapters, which are organized into mini-lessons on topics found in a college-level calculus course. Each mini-lesson focuses first on developing the intuition behind calculus and then on conceptual and computational mastery. Nearly 200 solved examples and more than 300 exercises allow for ample opportunities to practice calculus. And additional resources—including video tutorials and interactive graphs—are available on the book’s website.

Calculus Simplified also gives you the option of personalizing your calculus journey. For example, you can learn all of calculus with zero knowledge of exponential, logarithmic, and trigonometric functions—these are discussed at the end of each mini-lesson. You can also opt for a more in-depth understanding of topics—chapter appendices provide additional insights and detail. Finally, an additional appendix explores more in-depth real-world applications of calculus.

Learning calculus should be an exciting voyage, not a daunting task. Calculus Simplified gives you the freedom to choose your calculus experience, and the right support to help you conquer the subject with confidence.

· An accessible, intuitive introduction to first-semester calculus

· Nearly 200 solved problems and more than 300 exercises (all with answers)

· No prior knowledge of exponential, logarithmic, or trigonometric functions required

· Additional online resources—video tutorials and supplementary exercises—provided

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Schlagwörter

Linear function, Implicit function, Power rule, Intermediate value theorem, Continuous function, Fermat's theorem (stationary points), Summation, Trigonometric functions, Rectangle, Variable (mathematics), Function composition, Power function, Logistic function, Textbook, Mean value theorem, Mathematical optimization, Power law, Lambda calculus, Diagram (category theory), Maxima and minima, Scientific notation, Equation, Fundamental theorem of calculus, Precalculus, Zipf's law, Quadratic function, Significant figures, Continuous function (set theory), Leibniz's notation, Related rates, Real number, Antiderivative, Tangent, Second derivative, Quantity, Rational function, Linearization, Asymptote, Extreme value theorem, Derivative, Logarithm, Periodic function, Integration by substitution, Optimization problem, Geometry, Integration by parts, Unit circle, Y-intercept, Binary logarithm, Theorem, Percentage, Rational number, Transcendental function, Right angle, Sign (mathematics), Algebraic equation, Exponential function, One-sided limit, X unit, Third derivative, Natural logarithm, Calculation, Mathematics, Natural number, Inflection point, Change of variables, Special case, Polynomial, Loss function, Quadratic equation