shaon0 ... Joined Mar 26, 2008 Messages 2,029 Location Guess Gender Male HSC 2009 Mar 30, 2010 #2 bos1234 said: Click to expand... probs arctan(2pi.f/3)?
Sokolov Member Joined Jan 21, 2010 Messages 262 Location Groznyj Grad, GTFO my lab Gender Male HSC N/A Mar 31, 2010 #3 derivative of tan equal secant squared. problem solved do your math instead of meth you daft pricks
shaon0 ... Joined Mar 26, 2008 Messages 2,029 Location Guess Gender Male HSC 2009 Mar 31, 2010 #4 3unitz said: it should be arctan not tan. its the angle of the transfer function = arg(2) - arg(3+ j2pif) = - arctan(2pif/3) Click to expand... You can also differentiate arctan(2pif/3)/2pi and you'll get the required answer. At poster above 3unitz, I don't think (sec[x])^2 transformation would do anything.
3unitz said: it should be arctan not tan. its the angle of the transfer function = arg(2) - arg(3+ j2pif) = - arctan(2pif/3) Click to expand... You can also differentiate arctan(2pif/3)/2pi and you'll get the required answer. At poster above 3unitz, I don't think (sec[x])^2 transformation would do anything.