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Math · Trigonometry
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A polynomial has the roots 5, -3, 4-i, 0, 0.7, and -4 + √2.

How many total roots are there for this polynomial, and assuming there are no repeated roots what is the degree of this polynomial, explain your reasoning.

I am confused as to how you can know how many total roots a polynomial can have since you don't know what the degree is.  

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