During this activity, i discovered how to find out whether a function is even or if it is odd. For even functions the (x,f(x)) correspond to (-x,f(x)). In even functions the line is symmetrical across the y-axis. Odd functions have corresponding values too. The (x,f(x) corresponds to (-x,f(-x)). Also, odd functions have origin symmetry. These functions differ because of the corresponding values for even and odd functions, and their symmetries are different They have similar lines on a graph but because of the difference in symmetry they are not completely alike. Here is a video demonstrating how to find out whether a function is even or odd and gives examples.
I think that Mr. Cresswell will make the shot. The image is located here.
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AuthorI am Ryan Chamberlin. ArchivesCategories |