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Algebra
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Which polynomial of least degree has the roots 1, 2i
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You just have to add them together.
And make it a polynomial
1 + 2i
to get a real co-efficient polynomial, we need to have conjugate roots! so if 2i is one if the root, one more root must be -2i so 3 roots, means the least degree will be 3. 3 roots are : 1, 2i, -2i if 'a' is a root, (x-a) is a factor!
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so if 1 is the root, one of the factor is (x-1)
when 2i is the root, one of the factor is (x-2i) what about, when -2i is the root?
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