anonymous
  • anonymous
Guys What does it mean by centered at something in taylor's series?
Mathematics
  • Stacey Warren - Expert brainly.com
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schrodinger
  • schrodinger
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Shayaan_Mustafa
  • Shayaan_Mustafa
its mean value of x. like if centered of taylor is at 0 i.e. x=0 then it is called maclaurin series. good luck.
anonymous
  • anonymous
what does x=0 mean? is there any graphical analysis?
Shayaan_Mustafa
  • Shayaan_Mustafa
yes there is a graphical analysis. ofcourse. http://en.wikipedia.org/wiki/Taylor_series

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anonymous
  • anonymous
one more help; when you say taylor series centered at some value doesn't that mean a=0,(or it is x=0), in the power series notation shown in wikipedia http://en.wikipedia.org/wiki/Taylor_series
anonymous
  • anonymous
a = centered value. If a = 0, then it is a Maclaurin Series: http://en.wikipedia.org/wiki/Maclaurin_series
anonymous
  • anonymous
Sorry for mistyping :one more help; when you say taylor series centered at 0 doesn't mean a=0,(or is it x=0), in the power series notation shown in wikipedia http://en.wikipedia.org/wiki/Taylor_series
anonymous
  • anonymous
a=0
anonymous
  • anonymous
but why @Shayaan_Mustafa said it mean value of x.
anonymous
  • anonymous
kind of confusing lol
anonymous
  • anonymous
he is wrong then
Shayaan_Mustafa
  • Shayaan_Mustafa
yeah yeah.. it is a i meant. sorry if that mislead you.
anonymous
  • anonymous
when you make a power series (Taylor) aproximation of the function. You calculating it's derivatives of nth order at a chousen point to see how this function behaves. And this way make a lineal aproximation of a , in general, non lineal function. Hope this helps
anonymous
  • anonymous
if you start taking the derivatives of this Taylor polinomial, you will actualy get the same if you would taking the derivatives of a primitive function
anonymous
  • anonymous
kind of makes sense. Thnks to all

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