From: dlzc1@cox.net   
      
   Dear Krzysztof Mitko:   
      
   On Wednesday, July 25, 2018 at 6:51:14 AM UTC-7, Krzysztof Mitko wrote:   
   > On 25 Jul 2018, IV wrote   
   > (in article ):   
   >    
   > > Hallo,   
   > >   
   > > are there applications in chemistry in which a   
   > > closed-form expression exists for a function of   
   > > one variable, where the function is a function   
   > > composed of at least two different transcendental   
   > > functions?   
   > >   
   > > Could you please name some examples of such   
   > > applications?   
   >    
   > I’m not a mathematician, so I’m not sure if I   
   > understand correctly the terms you used. Does this   
   > type of equation meets your criteria?   
   >    
   > f(x) = constant1 * ln(x) + constant2 * ln (x) + constant3   
      
   Two DIFFERENT transcendental functions, not two of the same.   
   https://en.wikipedia.org/wiki/Transcendental_function#Examples   
      
   f(x) = constant * (x^x) * sin(x)   
   f(x) = constant * (x^x) * e(x)   
   ... or similar.  I seem to recall some empirical rate constants that were   
   bizarre, but you'd have to "hold temperature constant" or something, to get a   
   "function of one variable".   
      
   David A. Smith   
      
   --- SoupGate-Win32 v1.05   
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