Period and Amplitude of Basic Trig Functions A B Period of y=tan x π Period of y=cot x π Period of y=sec x 2π Period of y=csc x 2π Click to see full answer. Likewise, people ask, what is the period of a CSC function?The secant and cosecant have periods of length 2π, and we don’t consider amplitude for these curves. The cotangent has a period of π, and we don’t bother with the amplitude.Beside above, how do you find the period of a CSC graph? Explanation: By definition, csc(x)=1sin(x) . Therefore, its period is the same as the period of sin(x) , that is, 2π . In this regard, what is the period of Y cos X? Graphing y = cos x In particular, y = cos x is periodic with period 2π .What are the asymptotes of Y CSC X?The vertical asymptotes for y=csc(x) y = csc ( x ) occur at 0 0 , 2π 2 π , and every πn π n , where n n is an integer. This is half of the period. There are only vertical asymptotes for secant and cosecant functions.
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