Hello;
I am a sage newbie. I'd like to find out how to make Sage give me
this same result that I get in Mathematica.
This is what I typed (I do not know how to cut/paste from the VMWare
player console to her yet, so if there is a typo it is because of
this).
f=var('f')
assume(f>0)
integral( e^(-I * 2 * pi * f * t), t , 0 , Infinity)
The answer I get starts with
limit(sin(2*pi*f*t),t, etc...etc...
Is there a way to tell Sage to give me this answer I get from
Mathematica?
Assuming[Im[f] < 0, Integrate[Exp[(-I)*2*Pi*f*t], {t, 0, Infinity}]]
-(I/(2*f*Pi))
Thanks,
Nasser
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