OFFICIAL EXPLANATION
Hi All,
We're asked for the MEDIAN number of audience members attending a showing of any of the films presented at a certain theater during the most recent weekend. This question is based on statistical terms and will require some rather specific data for us to answer it.
To find the MEDIAN of a group of numbers, we must put the numbers in order from least to greatest. If we have an ODD number of terms, then the MEDIAN is the one number "in the exact middle"; if we have an EVEN number of terms, then the MEDIAN is the AVERAGE of the two "middle" numbers. For example:
The set {1, 2, 4} has three terms and the median = 2
The set {1, 2, 4, 7} has four terms and the median = (2+4)/2 = 6/2 = 3
1) The average number of audience members at the least and most attended showings during the most recent weekend was 95.
The information in Fact 1 tells us that there are at least 2 numbers to consider, and that the sum of those 2 numbers is 190. If there are just those 2 numbers, then the median is 190/2 = 95. However, if there are any additional numbers, then the median could be something else.
Fact 1 is INSUFFICIENT
2) There were 10 showings of films during the most recent weekend.
Fact 2 tells us nothing about the individual values, so there's no way to determine the median of this group of 10 numbers.
Fact 2 is INSUFFICIENT
Combined, we know...
-The average number of audience members at the least and most attended showings during the most recent weekend was 95.
-There were 10 showings of films during the most recent weekend.
With 10 numbers, we know that the median will be the average of the "5th" and "6th" numbers. However, we do now know what those numbers are - and the median could change depending on those two specific numbers.
Combined, INSUFFICIENT
Final Answer:
GMAT assassins aren't born, they're made,
Rich