Factor and zeros connect because you can often use one to find the other. Division can help factor polynomials because it can get the end product number which you plug into the equation to find the zeros. The degree of the polynomial will predict how large the end equation will be. It does not always tell the correct amount, an example would be if their is X^6+9. your missing from X^5 to X which could lead you to believe it will be a smaller equation than first thought.
Even and odd functions similar in the way that they have to pass the V-line test to be a function. They are different in the way that even reflects over the way y-axis while odd is the opposite over the y-axis. Once the equation is graphed you go to the table of the graph and you should be able to obtain the information on whether it is a even or odd function, for even the graph should work with the function f(x)=f(-x). The odd graph should work with the function f(-x)=-f(x) Any graph that appears to be reflected over the y axis will be an even function while any graph that appears to be the opposite over the y axis will be an odd function.
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Quote of the MomentYou can't go balls to the wall unless your willing hit your balls on the wall Archives
March 2015
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