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For challenges involving sequences, typically of numbers following some pattern.

0 votes

Find the tangent of the sum of inverse tangents

Julia 0.6.0 40 bytes k->rationalize(tan(sum(x->atan(x),1:k))) It's a straightforward implementation of the question. The precision of rationalize can sometimes be weird but works fine 99% of the tim …
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1 vote

Calculate the n-th iterate of a polynomial for a specific value; fⁿ(x)

Julia 0.6.0 (78 bytes) using Polynomials;g(a,n,x)=(p=Poly(a);(n>0&&(return g(a,n-1,p(x)))||return x)) Explainations: The package Polynomials is pretty self explanatory: it creates polynomials. Aft …
Goysa's user avatar
  • 91