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Which function has a domain of all real numbers except x=π/2 ±nπ? A. y=secx B. y=cosx C. y=1/sinx D. y=cotx
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Ok, well, what trig function is 0 at all odd multiples of pi/2 ? 1 divided by that function will be the function you are looking for.
so B?
yes. B cos(pi/2) = 0 sec(x) = 1/cos/(x) 1/0 = impossible, unless you're chuck norris
Cosine x is the function that is 0 at odd multiples of pi/2 But you want the function that is 1/cos(x)
Not B.
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oh. Sorry. I meant answer A sec(x)
thanks!
y=sec x
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