This handbook is unusual in that it combines in a single volume formulas & tables from both elementary & advanced mathematics. For example, topics treated range from those in algebra, geometry, trigonometry, analytic geometry & calculus to Fourier series, Laplace & Fourier transforms, Bessel & Legendre functions & many other advanced special functions. Such topics are needed by both students & research workers in the fields of engineering, physics, mathematics & other sciences.
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Special Products and Factors
The Binomial Formula and Binomial Coefficients
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ax _ ax ax ax cos px ax cosh ax ax sin px axdx Bernoulli numbers BESSEL FUNCTIONS called circle of radius COMMON LOGARITHMS COMPLEX NUMBERS constant coordinate surfaces cos2 cosh ax cosh2 cosx coth csch ax curve described Cylindrical Coordinates defined DEFINITE INTEGRALS denoted DIFFERENTIAL EQUATION dx dx Equation in rectangular EULER NUMBERS EXPONENTIAL f xdx FOURIER g cos ax GAMMA FUNCTION INVERSE HYPERBOLIC FUNCTIONS INVERSE TRIGONOMETRIC FUNCTIONS Jn(x LAGUERRE POLYNOMIALS lbwt LEGENDRE FUNCTIONS LEGENDRE POLYNOMIALS LEGENDRE'S Ln(x mantissa ORTHOGONAL SERIES Parametric equations partial derivatives perpendicular plane polar coordinates positive integer principal values px dx quadrant radians rectangular coordinates RECURRENCE FORMULAS scalar sec ax sech SECOND KIND semiperimeter sin2 sin3 sine sinh ax sinh ax cosh sinh2 sinx Solutions Tabular difference tanh ax theorem TRIANGLE Vax2 vector y/ax