The Graph Of Ycotx Is Symmetric With Respect To The Origin. Describes a graph that looks the same upside down or right side up. Example PageIndex5 For y x3 we replace with -y -x3 so that -y -x3 text or yx3 Hence y x3 is.
Down about the Origin the graph looks the same. If the point r lies on the graph then the point r - or -r - also lies on the graph. Each type of symmetry can be determined individually using either graphical or algebraic.
Symmetric with respect to the origin only.
THIS SET IS OFTEN IN FOLDERS WITH. Express as a single logarithm. Not symmetric with respect to the x-axis not symmetric with respect to the y-axis and not symmetric with respect to the origin. Finally symmetry about the origin.
