Another theorem says that all of the roots of a polynomial which are in this set can be found by using its leading and constant coefficients.
A function named after Dirichlet is equal to 0 when its input is not in this set. Gauss' Lemma says that if a polynomial with integer coefficients is irreducible over the integers, then it is also irreducible over this field. Another theorem says that all of the roots of a polynomial which are in this set can be found by using its leading and constant coefficients. After proving that a number was not in this set, Hippasus was supposedly drowned. Lambert proved that (*) pi was not in this set, which all terminating or repeating decimals belong to, but numbers like e or the square root of 2 do not. For ten points, name this set, represented by the letter Q, whose elements can be represented as a fraction p over q, for integers p and q.
A function named after Dirichlet is equal to 0 when its input is not in this set.
rational [prompt on “Q”] &lt;MS&gt;