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(x-r)^m
r is a zero of multiplicity m |
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| Graphs of even multiplicity |
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| Graphs of odd multiplicity |
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x^n has at most n-1 turning points
x^5 has at most 4 turning points |
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Den=Numer
Horizontal Asymptote= ratio of coefficients |
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When Big/Small
Cross multiply to find oblique asymptote |
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The number of [+] real zeros < or = the number of sign changes by an even number
The number of [-] real zeros < or = the number of sign changes by an even number for F(-x) |
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| zeros must be factors of what? |
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max{1, |ao+a1+...|}
1+max {ao, a1...| |
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