Expand tan^-1x in powers of (x-π/4) | Expansion of tan inverse x

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Power series expansion of tan(x) Power series expansion of tan(x)
Expand tan-1x (tan inverse x ) in the power of (x-π/4) by Taylor Expand tan-1x (tan inverse x ) in the power of (x-π/4) by Taylor's theorem.
expand tan-1x in powers of (x-1) upto the term containing 4th degree expand tan-1x in powers of (x-1) upto the term containing 4th degree
Taylor series expansion of arc(tanx) in powers of (x-1) up to the term containing x^4 #jntua #maths Taylor series expansion of arc(tanx) in powers of (x-1) up to the term containing x^4 #jntua #maths
Use Taylor Use Taylor's theorem to expand tan-1x in power of (x-π/4).
expand tan-1x in powers of x-π/4 | Taylor expand tan-1x in powers of x-π/4 | Taylor's theorem | Jaggi Mathur| mad of mathematics |
Maclaurin series tan-1 x Maclaurin series tan-1 x
Maclaurin series of tan inverse x ( arctan x ) Maclaurin series of tan inverse x ( arctan x )