What could be the range of a set consisting of odd multiples of (6+1)?  Choose one.
A) 70	B) 24	C) 35	D) 62	E) 21
Range = the difference between the greatest and the smallest numbers in the sequence. Our sequence is odd and is a multiple of 7. Every number in that sequence can be represented like this: 7*(2n+1) where n is any positive integer.   Range = 7*(2m + 1) - 7*(2n + 1) = 7*2*(m-n) = 14 * (m-n).   m, n - any positive integers   The answer must be divisible by 14, which is only 70.   The correct answer is 70.
<result>A</result>
What could be the range of a set consisting of odd multiples of (6+1)?