Changes http://wiki.axiom-developer.org/345FailsToComputeSomeSimpleLimits/diff
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On March 25, 2007 11:54 AM Ondrej Certik asked:
... how can I calculate the limit of:
$$(3**x+5**x)**(1/x)$$
for $x \rightarrow +\infty$?
The result is 5 as you can check by hand:
$$(3**x+5**x)**(1/x) = 5 * ((3/5)**x+1)**(1/x) \rightarrow 5$$
When I tried that in axiom:
\begin{axiom}
limit((3**x+5**x)**(1/x), x=%plusInfinity)
\end{axiom}
or the equivalent problem:
\begin{axiom}
limit((3**(1/x)+5**(1/x))**(x), x=0, "right")
\end{axiom}
I got "failed".
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