>
> sympy, too, finds the limit despite not recognizing the identity:
>
…
>
expr = 27**(log(x,3)/x**3)
>
> expr, limit(expr, x, oo)
>
> Your expression has "1/x^3" in its exponent. The expression from the
orginal post would be 27**(log(x,3))/x**3, which SymPy correctly simplifies
and finds the
lim(27^log(n,3)/n^3, n=infinity)
returns 0.
However both Wolfram Alpha
(http://www.wolframalpha.com/input/?i=lim+n-%3Einfty+27%5Elog3%28n%29%2Fn%5E3)
and Maple return 1.
Is this a bug in Sage?
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