Abstract
This paper presents the way to make expansion for the next form function: $y=x^n, \ \forall(x,n) N$ to the
numerical series. The most widely used methods to solve this problem are Newton's Binomial Theorem
and Fundamental Theorem of Calculus (that is, derivative and integral are inverse operators). The paper
provides the other kind of solution, except above described theorems.
Users
Please
log in to take part in the discussion (add own reviews or comments).