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A teacher gave the same test to two classes: A and B. The average scores for the two classes were 82, 74, respectively. The median scores for the two classes were 80, 78, respectively. Was the average score greater than the median scores for the two classes combined?
1) A and B have 37, 40 students, respectively.
2) Two classes have 77 students.
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state 1: Avg for the class = (82*37 + 40*74 ) /77 ~ 77.84
I think median of a combined set will be gr8 than the lowest median and less than the highest median. So the median will be bet 78 and 80...so ans is NO...suff
I think median of a combined set will be gr8 than the lowest median and less than the highest median. So the median will be bet 78 and 80...so ans is NO...suff
state 1: Avg for the class = (82*37 + 40*74 ) /77 ~ 77.84
I think median of a combined set will be gr8 than the lowest median and less than the highest median. So the median will be bet 78 and 80...so ans is NO...suff
state 2...no way to calculate the mean...insuff
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Good explanation baner...Thanks
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Hi there,
This topic has been closed and archived due to inactivity or violation of community quality standards. No more replies are possible here.
Still interested in this question? Check out the "Best Topics" block above for a better discussion on this exact question, as well as several more related questions.