Use indirect reasoning to show that for a natural number n,

Last updated: 7/6/2022

Use indirect reasoning to show that for a natural number n, if n² is odd, then n is also odd. (This problem shows the value of algebra in a proof.) Note that the given statement is in the form p→q, or "if p, then q". Choose the words that correspond to p. OA. n is odd OB. if n² is odd, then n is odd OC. n² is odd