What is the lowest possible common multiple of 2 distinct integers, each greater than 63?	Pick one.
A) 68 B) 69 C) 128 D) 68^2 E) 68·69
In order to get the lowest LCM, we have to take the first number as 64 and the next number as its multiple.   So, I can take 64 and 128 as two distinct numbers, such that Lowest LCM = 128.   Answer should be 128.
<result>C</result>
What is the lowest possible common multiple of 2 distinct integers, each greater than 63?