A polynomial f(x) of degree n ≥ 1 has at least one complex zero
Remember that complex includes reals
Number of Zeros theorem
A polynomial of degree n has at most n distinct zeros
Explain how theorems apply to these graphs
Slide 15
Given a polynomial with real coefficients
If a + bi is a zero, then a – bi will also be a zero
Slide 16
Lesson 3.3
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Exercises 1 – 78 EOO