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secx sqrt 2
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\[\sec x\sqrt{2}~?\]what do you want?
Sorry I'm not too sure how to work this yet. The equation is asking me to find all the answers for secx sqrt2. I have access to the answers which state pi/4+2npi or 7pi/4+2npi. I don't fully understand why there is the added 2npi. could anyone please explain where the 2npi came from? thank you!
because it does not only apply to \(\dfrac\pi4\), but also to \(\dfrac{9\pi}4\) and \(\dfrac{17\pi}4\) etc etc so \(\left(\dfrac\pi4+2n\pi\right)\) would be a general formula
n usually refers to the number it rotates, \[2\pi\]is the measured angle for complete revolution...
Right! oh okay thank you all so much!! I get it now!
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no problem :)
as long as we're online... :)
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