- Taylor's series
- noun see Taylor series

*New Collegiate Dictionary.
2001.*

- Taylor's series
- noun see Taylor series

*New Collegiate Dictionary.
2001.*

**taylor's series**— noun see taylor series … Useful english dictionary**Taylor's theorem**— In calculus, Taylor s theorem gives a sequence of approximations of a differentiable function around a given point by polynomials (the Taylor polynomials of that function) whose coefficients depend only on the derivatives of the function at that… … Wikipedia**maclaurin's series**— məˈklȯrən(z) noun or maclaurin series Usage: usually capitalized M Etymology: after Colin Maclaurin died 1746 Scottish mathematician : a Taylor s series of the form f(x) = f(0) + f′(0)/1! x + f″( … Useful english dictionary**Mac|lau|rin's series**— «muh KL rihnz», Mathematics. a Taylor s series in which the reference point (a) is replaced by zero. ╂[< Colin Maclaurin, 1698 1746, a Scottish mathematician] … Useful english dictionary**Chris Taylor's Kings and Castles**— Chris Taylor’s Kings and Castles Developer(s) Gas Powered Games Platform(s) M … Wikipedia**PBA Women's Series**— The PBA Women s Series was a mini tour for female professional bowlers. It was started in 2007 as a way to bring women s bowling back to television after the Professional Women s Bowling Association (PWBA) disbanded in 2003. Sponsored by the… … Wikipedia**Now That's What I Call Music! 28 (U.S. series)**— This article describes the 28th album in the U.S. Now! series. It should not be confused with identically numbered albums from other Now! series. For more information, see Now That s What I Call Music! 28 and Now That s What I Call Music!… … Wikipedia**The Collector's Series, Volume One**— Infobox Album | Name = The Collector s Series, Volume One Type = Compilation album Artist = Céline Dion Released = Start date|2000|10|20 Recorded = 1990 1999 Genre = Pop Length = 71:47 Label = Columbia, Epic Producer = Walter Afanasieff, Babyface … Wikipedia**Tay|lor's series**— «TAY luhrz», Mathematics. a power series for the expansion of a function f(x) in a neighborhood of the reference point (a), based on a theorem (Taylor s theorem) which describes approximating polynomials for the general function f(x). ╂[<… … Useful english dictionary**Now That's What I Call Music! 27 (U.S. series)**— This article describes the 27th album in the U.S. Now! series. It should not be confused with identically numbered albums from other Now! series. For more information, see Now That s What I Call Music! 27 and Now That s What I Call Music!… … Wikipedia