In this activity I learned how to figure out if a function is even or odd and how to verify it as an even or odd function. Even and odd functions are similar because they both have symmetry but they are different because the odd function has a negative Y value on the left side of the axis. To see if a function is even you take f(-x) and see if it is equal to the beginning equation. To see if a function is even you take -f(x) and see if it is equal to f(-x). There are no family of functions that are always even or always odd. After this assignment my only question is; what if the function isn't even or odd?
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