Taylor

taylor(Function, Identifier, Natural)

taylor(Function, Identifier, Real, Natural)

Given an expression $f\left(x_1,...,x_n\right)$, an identifier $x_i$ and an integer $n$, computes the Taylor series of $f\left(x_1,...,x_n\right)$ expanding it with respect to $x_i$ around the origin up to order $n$.

Given an expression $f\left(x_1, ..., x_n\right)$, an identifier $x_i$, a real $x_0$ and an integer $n$, computes the Taylor series of $f\left(x_1,...,x_n\right)$ expanding it with respect to $x_i$ around $x_0$ up to order $n$.

Taylor series, Series, Maclaurin