Even functions satisfy f(−x)=f(x) and have symmetry in the y
An even function is one for which
Graphically, this means the function is symmetric in the y-axis:
An odd function is one for which
Graphically, this means the function has pointwise symmetry with the origin:
Nice work completing Even and odd functions, here's a quick recap of what we covered:
Exercises checked off
Even functions satisfy f(−x)=f(x) and have symmetry in the y
An even function is one for which
Graphically, this means the function is symmetric in the y-axis:
An odd function is one for which
Graphically, this means the function has pointwise symmetry with the origin:
Nice work completing Even and odd functions, here's a quick recap of what we covered:
Exercises checked off