curve. Series expansion needs the help of the binomial theorem.
In effect, we are applying the rules of combinatorics to our problem.
See this play out on the Desmos utility.
The summation with factorials actually produces (x^k).
Friday, July 19, 2019
Demo
Clearly, (1 + x)^10 and the sum of x^k to ten cannot be the same
curve. Series expansion needs the help of the binomial theorem.
In effect, we are applying the rules of combinatorics to our problem.
See this play out on the Desmos utility.
https://www.desmos.com/calculator/6wbou9673y
The summation with factorials actually produces (x^k).
curve. Series expansion needs the help of the binomial theorem.
In effect, we are applying the rules of combinatorics to our problem.
See this play out on the Desmos utility.
The summation with factorials actually produces (x^k).
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