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mean median

Expert replies
by ddm » Tue Sep 09, 2008 2:44 pm
help
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Source: — Problem Solving |

by parallel_chase » Tue Sep 09, 2008 3:07 pm
Mean = 630/10 = 63

Median = (60+50)/2 = 55

scores greater than 55 but less than 63, There is only one score i.e. 60

Hence answer is 1.
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by cramya » Fri Sep 19, 2008 7:38 pm
Mean is just adding the numbers and dividing by the total number of numbers present

Mean = 630/10 = 63

Median
Always arrange the numbers in order(ascending if thats easier)
before you find the median. This problem gives the numbers in ascending order already One less thing to do

Case 1: If the total number of numbers is even(like this case)

Median = average of the middle 2 terms

40,45,45,50,50,60,70,75,95,100

Median = 50+60/2 = 52

We have already found the mean to be 63

>52 <63 in the list is just one which is 60

Case2: If the total number of numbers is odd this case)

Let say 1,2,3 for example

Median is 2(middle number in the arranged order)

Hope this helps!
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by cramya » Fri Sep 19, 2008 7:40 pm
Correction to previous post in bold



Mean is just adding the numbers and dividing by the total number of numbers present

Mean = 630/10 = 63

Median
Always arrange the numbers in order(ascending if thats easier)
before you find the median. This problem gives the numbers in ascending order already One less thing to do

Case 1: If the total number of numbers is even(like this case)

Median = average of the middle 2 terms

40,45,45,50,50,60,70,75,95,100

Median = 50+60/2 = 55

We have already found the mean to be 63

>55 <63 in the list is just one which is 60

Case2: If the total number of numbers is odd this case)

Let say 1,2,3 for example

Median is 2(middle number in the arranged order)

Hope this helps!
Join the discussion