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If you like it, buy me a beer Mathematics: Algebra Fourier Logarithms & exponentials Arithmetics & number theory General overview Matrices & determinants Complex numbers Geometry Miscellaneous Statistics Fractals Integrals and differentials Sequences and series Trigonometry

Horizontaal related topic: Number theory Bernoulli numbers and the Pascal triangle Bernoulli numbers and the Pascal triangle Binomial coeffients pdf file Binomial series Binomial series, pdf file Binomial theorem pdf file Continued fractions site devoted to continued fractions Continued fractions continued fraction, Fibonacci, golden section, golden mean, golden ratio, Phi, phi, divine proportion, formula for e, jigsaw puzzles, gcd, hcf, fraction, fractions, integer, list, greatest common divisor Continued fractions pdf file Convergence acceleration of series Convergence of series Convergence tests for infinite series Convergent series a series is convergent if and only if it's sequence of partial sums is convergent Exponential series Exponential series Factorials factorials Fibonacci numbers Fibonacci numbers (named after the 13th Century mathematician, Leonardo of Pisa, also called Leonardo Fibonacci or just Fibonacci) are the elements of the Fibonacci sequence: 1, 1, 2, 3, 5, 8, 13, 21, 34, 55, 89, 144, ... Fibonacci numbers and the golden section The Fibonacci numbers are 0, 1, 1, 2, 3, 5, 8, 13, ... , the golden section numbers are ± 0·61803 39887... and ± 1·61803 39887... Fibonacci numbers and nature Fibonacci, golden section, golden mean, golden ratio, nature, science, botany, phyllotaxis, plants, petals, flowers, seeds, seedheads, art, rabbits, bees, honeybees Fibonacci numbers and the natural logarithmic base, e the number e is the base of Natural logarithms Harmonic series Infinite series infinite series Infinite series infinite series, pdf file Infinite series an infinite series is a series which is infinite Introduction to series Number patterns in Pascal's triangle Pascal's triangle Fibonacci numbers, Lucas numbers, Golden Section, Pascal Triangle, Titius Bode Law, Solar system, magic numbers, Tetrahedral numbers Pascal's Triangle Pascal's Triangle and Its Patterns Pascal's triangle and related triangles Patterns investigate the number patterns that occur throughout maths, 1 / 891 = 0.001122334455667789001122334455 Polynomial sweep the aim of the tool is to visually illustrate the relation between the coefficients of a polynomial and the geometric properties of this polynomial (its curve and its roots) Power series Series and their sums pdf file Sequences & series Sequences & series sequences & series, Arithmetic & geometric sequences and series, Convergence of an infinite series, Limits of sequences, Pascal's triangle & Binomial expansion, Sigma notation Sequences & series a sequence is a set of numbers, called terms, arranged in some particular order, an arithmetic sequence is a sequence with the difference between two consecutive terms constant. The difference is called the common difference, a geometric sequence is a sequence with the ratio between two consecutive terms constant. This ratio is called the common ratio Taylor and Maclaurin Taylor and Maclaurin polynomials Taylor and Maclaurin polynomials Taylor Polynomials Taylor series Taylor Series Taylor series Taylor series Taylor series Taylor series Taylor Series Approximations Taylor's theorem Triangle Geometry and Jacobsthal Numbers Triangle Geometry and Jacobsthal Numbers, pdf file Trigonometric infinite series trigonometric functions can be expanded in power series, which facilitates approximations of the functions in extreme cases. The angle x must be in radians Home | Site Map | Email: support[at]karadimov.info Last updated on: 2011-01-02 | Copyright © 2011-2021 Educypedia.