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is this in radian?
i know this is a even function about the y axis, and the domain and asymptotes are pi/2,-pi/2
just wondering how to show the intervals of increase and decrease
so -90 degrees
usually i take f'x and solve for 0
i see no 0. is this is an equation?
@zepdrix hey do you think you could explain how they designate zero as a critical point?
should i just know that, from the x and y intercepts and the even symetry? and a basic knowledge of the tanx graph?
because when i set my derivative = 0 i have problems
|dw:1349988578994:dw| Hmm yah this derivative does seem to be putting up a fight :\ Hmmmmm
i tried changing everything to sines and cosines and still a mess
|dw:1349988855254:dw| Ah good call, I think that's how you find it! :) The top is a big mess, yes. But the bottom I think you can solve for a critical point.
get the common denominator. so multiply cosx on the 1st term
thats it zep!!!!!!!!
i guess he/she got it from here
i think the top should be ignored
the book doesent have a mention of it
neither does the graph
the only root is 0
maybe it would matter if the interval was larger than -pi/2,pi/2
yah fair enough c:
Hmmm wait what was I saying? cos x = 0 Hmm that should give you x = pi/2 right? why did i say it was x = 0? Hmmmmmmmmmmmmmmmmm Now I'm back to being confused about where the 0 critical point is coming from :D lol