Questions: Sketch the graph of (y=csc x), and then identify as many of the following properties that apply. Answer (a) through (e). (a) Is the function an odd function? yes no (b) Does the function obtain a relative maximum at (x=pi n) where n is an odd integer? yes no (c) Is the domain all real numbers except integer multiples of (pi)? no yes (d) Are the equations of the vertical asymptotes of the form (x=n pi) where (n) is an integer? no yes (e) Does the function have a period of (P=pi)? yes

Transcript text: Sketch the graph of $y=\boldsymbol{\operatorname { c s c }} x$, and then identify as many of the following properties that apply. Answer (a) through (e). (a) Is the function an odd function? yes no (b) Does the function obtain a relative maximum at $\mathrm{x}=\pi \mathrm{n}$ where n is an odd integer? yes no (c) Is the domain all real numbers except integer multiples of $\pi$ ? no yes (d) Are the equations of the vertical asymptotes of the form $x=n \pi$ where $n$ is an integer? no yes (e) Does the function have a period of $P=\pi$ ? yes