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For some integer q, every odd integer is of the form (A) q (B) q +1 (C) 2g (D) 2q +1 |
Answer» (D) 2q+1 Explanation: Odd integers are those integers which are not divisible by 2. Hence, we can say that every integer which is a multiple of 2 must be an even integer, while 1 added to every integer which is multiplied by 2 is an odd integer. Therefore, let us conclude that, for an integer ‘q’, every odd integer must be of the form (2 × q)+1 = 2q+1. Hence, option (D) is the correct answer. |
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