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What is the period for the tangent function? (Answer in radians.)
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Given \(a\tan(b(x-c))+d\), the period is \(\dfrac{\pi}{b}\).
I understand that the tangent function exhibits periodic behavior, and the period is π.
However, what is π in radians?
pi is pi in radians... lol. Not sure what else you mean??
So the answer is π, correct? I'm typing in my answer and my program is not accepting the "π" symbol.
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If the function is \(\tan x\) (meaning \(a,b=1\) and \(c,d=0\) in my general tangent function), then yes, the period is \(\pi\). Maybe the accepted answer is "pi" or "3.14" or something to that extent.
Yeah, I typed in 3.14. Thanks for your time and response! =)
You're welcome!
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