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Solving Higher Degree Polynomial Equations
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Let
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Has Degree zero Has Degree one Has Degree two Has Degree three ? Has Degree
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A Polynomial Function of Degree n
in one variable x , where
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Has NO zeros Has ONE zero Has TWO zeros Has THREE zeros Has n zeros
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Go Back
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A Polynomial Function of Degree n
in one variable x , where Has Exactly n zeros
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How Many Zeros Should We Expect ?
5
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Ex 1 ZEROS How Do I Do That? FACTOR
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Ex 1 ZEROS GCF
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Ex 1 ZEROS
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Ex 1 ZEROS
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Ex 1 ZEROS
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Ex 1 ZEROS
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Ex 1 ZEROS
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Ex 1 ZEROS Completely Factored ? NO
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Ex 1 ZEROS Linear Factors
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Ex 1 ZEROS
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Ex 1 FIND THE ZEROS
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Ex 1
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Ex 1
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Ex 1
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Ex 1
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Ex 1
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Ex 1
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Ex 1 Zeros
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Ex 1 Zeros
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Ex 1 Zeros
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Ex 1 How Many Zeros ? 5 Zeros
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Next Example
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How Many Zeros Should We Expect ?
4
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Ex 2 ZEROS FACTOR
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Ex 2 ZEROS
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Ex 2 Dummy Out ZEROS You Finish
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Ex 2 ZEROS
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Ex 2 ZEROS 4 Zeros How Many Zeros ?
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Ex 2 4 Zeroc How Many Zeros ?
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Next Example
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How Many Zeros Should We Expect ?
3
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Ex 3 ZEROS ? Try Grouping
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Ex 3 ZEROS
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Ex 3 ZEROS
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Ex 3 ZEROS
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Ex 3 FACTOR NO
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Ex 3
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Ex 3 You Finish
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Ex 3
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Ex 3 How Many Zeros ? 3 Zeros
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Ex 3 How Many Zeros ? 3 Zeros
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Next Example
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How Many Zeros Should We Expect ?
6
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Try The Difference of Two Squares
Ex 4 ZEROS Try The Difference of Two Squares
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Ex 4 ZEROS The Sum of Two Cubes
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The Difference of Two Cubes
Ex 4 ZEROS The Difference of Two Cubes
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Ex 4 ZEROS
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Ex 4 ZEROS Factorable? NO
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Ex 4 ZEROS
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Ex 4 ZEROS
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Ex 4 ZEROS
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Ex 4 ZEROS
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Ex 4 ZEROS
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Ex 4 Quadratic Formula Quadratic Formula
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Ex 4
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Ex 4 ZEROS
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Ex 4 How Many Zeros ? 6 ZEROS
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Ex 4 How Many Zeros ? 6 ZEROS
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