What is the domain of #sec x#? Precalculus Graphs of Trigonometric Functions Graphing Trigonometric Functions with Domain and Range 1 Answer Darshan Senthil Feb 19, 2015 #secx# is basically nothing more than #1/cosx#. Therefore, #secx# would simply be undefined wherever #cosx = 0#. Those points are at #pi/2 and (3pi)/2#. Therefore, the domain is simply all reals except those two. Hope that helped :) Answer link Related questions How do I graph a trig function? What are the six trigonometric functions of a right triangle? What are the six trigonometric functions of an angle? What trig functions are negative in quadrant 2? What trig functions are positive in which quadrants? What trig functions have a period of pi? What is the graph of #cot x#? What is the domain of #csc x#? What is the range of #cot x#? What is the range of #sec x#? See all questions in Graphing Trigonometric Functions with Domain and Range Impact of this question 24340 views around the world You can reuse this answer Creative Commons License