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Write a polynomial function f of least degree that has rational coefficients, a leading coefficient of 1, and the given zeros. 1) i, 2 - √3 2) 1, 4, 1 + √2
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@Mertsj Please Help!
If i is a root, -i is also a root. If 2-sqrt3 is a root then 2+sqrt3 is also a root.
So the equation is: \[(x-i)(x+i)(x-(2-\sqrt{3}))(x-(2+\sqrt{3}))=0\]
Now need to multiply out and simplify.
How do you multiply this??
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What is (x-i)(x+i)?
Isn't both -i and +i
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