Find a method↗
A quadratic polynomial over a field is irreducible if and only if it has no roots in that field. You can check this by evaluating the polynomial at all elements of the field.
Conditions: The polynomial is of degree 2.; The coefficients are in a field.
A quadratic polynomial over a field is irreducible if and only if it has no roots in that field. You can check this by evaluating the polynomial at all elements of the field.
Conditions: The polynomial is of degree 2.; The coefficients are in a field.