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alright so there are certain functions that have certain characteristics and so they give these special names and that would be even an odd function so here's a couple of notes a function f is called an even function if F of negative x is equal to f of X for all X in its domain in other words if you take opposite x-values and you plug them into your function you get the same y value back so that ties into the symmetry idea that we talked about before that if the graph is symmetrical with respect to the y axis then F of negative x equals f of X well all those functions that have that property they're called even functions so even functions are all the functions that are symmetrical with respect to the y-axis the second one is a function f is called an odd function if F of negative x is equal to the opposite of f of X for all X in its domain and that if you remember from symmetry that was the definition for symmetry with respect to the origin so those graphs and those fun

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