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Question- Locate all irreducible polynomials
Part 1- of degree 3 over GF(2),
Part 2- of degree 4 over GF(2).
The best approach for doing this is to consider all polynomials of lower degree and check whether they are factors.
Please note that we only take monic irreducible polynomials, i.e., polynomials with the highest coefficient equal to one.
Please show all your work and give an explanation of steps
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