An ideal of a ring can be described by this adjective if and only if its associated quotient ring is an integral domain. If the characteristic of a field is non-zero, it is a number (10[1])described by this adjective. An integer is raised to the power of a number described by this adjective in the statement of Fermat’s Little Theorem. Two integers whose highest common (-5[1])factor is one are said to be “co-,” (10[1])or “relatively,” (10[3])this adjective. (10[2])The Fundamental Theorem of Arithmetic states that each (10[1])integer greater than one can be factored uniquely into numbers described by this adjective. For 10 points, give this adjective used to describe numbers whose only factors are themselves and one. ■END■ (10[1])