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Arc Length Integral of $x^x$ from 0 to 1 in closed form.

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#calculus #summation #exponentiation #binomial-theorem #arc-length
49
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Rewrite binomial formel

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#algebra-precalculus #binomial-theorem
51
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Show that for every natural number $n$ there is equality - Stirling numbers of the second kind

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#binomial-theorem #stirling-numbers
108
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If $\left(1+x^{2}+x^{4}\right)^{8}={^{16} C_{0}}+{^{16}C_{1}} x^{2}+{^{16} C_{2}} x^{4}+\cdots +{^{16} C_{16}} x^{32}$, how to prove...

Published on
#binomial-theorem
106
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Summing a series with binomial coefficients without calculus.

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#summation #binomial-coefficients #binomial-theorem
234
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Infinite sum of Combinations

Published on
#limits #binomial-theorem
111
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An extended Freshmans dream

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#abstract-algebra #finite-fields #binomial-theorem
94
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Trace of $(A+B)^n$ with B an involutory matrix

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#matrices #binomial-theorem #trace
102
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Misprint(s) In "Combinatorial Identities" by Riordan?

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#combinatorics #binomial-theorem
42
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Binomial theorem question (How did we get the following equality?)

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#algebra-precalculus #binomial-theorem
80
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I got a binomial question and when trying to solve for p and q I reached $x^8$. Am I wrong?

Published on
#binomial-coefficients #binomial-theorem #binomial-distribution
62
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Finding even degree of a polynomial using even function trick

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#complex-numbers #binomial-theorem
58
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What does this binomial coefficient property mean?

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#summation #binomial-coefficients #binomial-theorem
53
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integral of a function with exponent

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#integration #exponentiation #binomial-theorem
94
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Upper bound on the sum with binomial coefficients

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#number-theory #summation #binomial-coefficients #binomial-theorem

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