Let f(x)=4lnabsolutevalue(sec(x)+tan(x))
Oh this is a fun one :) lol
f'=secx
\[ \large f(x) = 4\ln\vert\sec(x) + \tan(x)\vert\]
this is a formula !!
Yah but he probably needs to do the work mah... -_-
4 sec x
He/she hasn't said what they want to do with it :)
Hmmmmm true :) Find f'(x)? What's up AJ? :D
Actually it gets even more fun it is find f"(x)
Are you allowed to use the shortcut that mahmit posted? Or do you need to show all the steps? (This is a derivative that eventually you'll just memorize, that's why i ask)
it was obvious what he/she wanted !!
I need to show the steps unfortunately :(
lu)'=u'/u
4secxtanx+sec2x/secx+tanx=4secx
I thought that the derivative sec(x)tan(x) not sec(x)+tan(x) equaled sec(x)
(secx)'=secx(tanx) Yes that is true, that's where we'll be heading after we find the first derivative. The first derivative unfortunately will give us something rather sloppy, and we'll have to do a little work to simplify it down.
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