I am trying to find the maximun of an exponential expression of the form:
sage: t=var('t')
sage: g(t) = e**(-t/10)-e^(-t/2)
between 0 and say 50. My idea is to get the maximun to normalize the
function to that maximum and obtain the algebraic. For that:
sage: diff(g,t)==0,t)
But sage returns:
[e^(1/2*t) == 5*e^(1/10)*t]
How can I restrict this value to the interval between 0 and 50?
Thanks in advance
Jose
--
Jose Guzman
http://www.ist.ac.at/~jguzman/
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