Question

Find the minimal polynomial of 3√3+2√2 over Q

Answer 1

Given : 3√3+2√2 as a relation

To find : Minimal polynomial of 3√3+2√2 over Q

Step by step calculation :

Please have a look at the attachment given below to find the solution.

Minimal polynomial of 3√3+2√2 over Q is f(x) = x⁴ - 70x² + 361.

Learn more :

1) Find the remaining two zeroes of the polynomial.

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2) If two zeroes of the polynomial x⁴-5x³+3x²+15x-18are √3 and √3 then find the remaining zeroes .

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