If Q is an odd number and the median of Q consecutive integers is 130, what is the largest of these integers?	Choices
A) (Q + 130)/2	B) Q/2 + 129	C) Q/2 + 130	D) (Q + 129)/2	E) (Q - 1)/2 + 130
Consider the easiest case, say Q=3, then;   Set = {129, 130, 131};   The largest integer = 131.   Now, plug Q=3 into the answers to see which yields 131.   Answer: (Q - 1)/2 + 130.
<result>E</result>
If Q is an odd number and the median of Q consecutive integers is 130, what is the largest of these integers?