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Calculating e^x-1 on classic HPs
02-02-2019, 07:32 PM
Post: #37
RE: Calculating e^x-1 on classic HPs
(01-13-2016 03:46 PM)Gerson W. Barbosa Wrote:  \[e^{x}-1=\frac{2}{\coth \frac{x}{2}-1}\]
... this will require two additional steps to handle x=0

Is there any reason to use a possible divide-by-0 coth(x/2) ?

If t = tanh(x/2), we have exp(x) - 1 = 2 t / (1 - t), avoided the singularity.
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Calculating e^x-1 on classic HPs - Dieter - 01-11-2016, 10:20 PM
RE: Calculating e^x-1 on classic HPs - Albert Chan - 02-02-2019 07:32 PM



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