Taylor polynomials and Maclaurin series Below are some of Taylor series of basic functions. All developments are also valid for complex values of x.
In calculus, Taylor's theorem, named after the British mathematician Brook Taylor, who more generally enunciated in 1712, although he had previously discovered James Gregory in 1671. This theorem allows to obtain polynomial approximations of a function in a neighborhood of a point where the function is differentiable. Limit theorem also allows the error obtained by this estimate.
HIGHER ORDER DIFFERENTIAL EQUATIONS. pdf. | |
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Taylor Formula.pdf | |
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Taylor series.pdf | |
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Taylor polynomial. #1 pdf | |
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Taylor polynomials #2.pdf | |
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Taylor on several variables. pdf | |
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Maclaurin series (Taylor around 0) notable | |
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A Maclaurin series is a Taylor series expansion of a function about 0.pdf | |
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Indefinite integrals.pdf | |
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Rule of L´Hospital.pdf | |
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Indefinite integral and Theorem and total change. pdf | |
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Derivatives of inverse trigonometric functions.pdf | |
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Surplus of consumers and producers.pdf | |
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Colin Maclaurin - biography.pdf | |
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Taylor functions.pdf | |
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differential_equations.pdf | |
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