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Can you please edit the question correctly.

Posted from my mobile device
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I came across this question in PREP 5 today, hope this helps­: 

"For each of the first 11 months of last year, the graph shows the total number of transactions processed during the month for Martina's bank account.

Select the options from the drop-down menus that create the most accurate statement based on the information provided.

Consistent with the information provided, the least that Martina's median monthly number of bank account transactions for the 12 months of last year could be is ____, and the greatest that it could be is____­."
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I came across this question in PREP 5 today, hope this helps­: 

"For each of the first 11 months of last year, the graph shows the total number of transactions processed during the month for Martina's bank account.

Select the options from the drop-down menus that create the most accurate statement based on the information provided.

Consistent with the information provided, the least that Martina's median monthly number of bank account transactions for the 12 months of last year could be is ____, and the greatest that it could be is____­."
­Thank you!

Were the options and the correct answers the same as given in the original post here? 
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Bunuel

ko477
I came across this question in PREP 5 today, hope this helps­: 

"For each of the first 11 months of last year, the graph shows the total number of transactions processed during the month for Martina's bank account.

Select the options from the drop-down menus that create the most accurate statement based on the information provided.

Consistent with the information provided, the least that Martina's median monthly number of bank account transactions for the 12 months of last year could be is ____, and the greatest that it could be is____­."
­Thank you!

Were the options and the correct answers the same as given in the original post here? 
­Sorry, I don't remember the options very clearly, but the maximum option for the second one is 28. The answers above are correct.­
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ko477

Bunuel

ko477
I came across this question in PREP 5 today, hope this helps­: 

"For each of the first 11 months of last year, the graph shows the total number of transactions processed during the month for Martina's bank account.

Select the options from the drop-down menus that create the most accurate statement based on the information provided.

Consistent with the information provided, the least that Martina's median monthly number of bank account transactions for the 12 months of last year could be is ____, and the greatest that it could be is____­."
­Thank you!

Were the options and the correct answers the same as given in the original post here? 
­Sorry, I don't remember the options very clearly, but the maximum option for the second one is 28. The answers above are correct.­
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Thank you very much! That helps.
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ko477
I came across this question in PREP 5 today, hope this helps­: 

"For each of the first 11 months of last year, the graph shows the total number of transactions processed during the month for Martina's bank account.

Select the options from the drop-down menus that create the most accurate statement based on the information provided.

Consistent with the information provided, the least that Martina's median monthly number of bank account transactions for the 12 months of last year could be is ____, and the greatest that it could be is____­."
­

Hi, by "PREP 5" you mean GMAT™ Official Practice Exam 5
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riteshrr

ko477
I came across this question in PREP 5 today, hope this helps­: 

"For each of the first 11 months of last year, the graph shows the total number of transactions processed during the month for Martina's bank account.

Select the options from the drop-down menus that create the most accurate statement based on the information provided.

Consistent with the information provided, the least that Martina's median monthly number of bank account transactions for the 12 months of last year could be is ____, and the greatest that it could be is____­."
­
Hi, by "PREP 5" you mean GMAT™ Official Practice Exam 5
­Hi riteshrr, yes it is­
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Thanks for the explanation. But how do we conclude that the top 4 and bottom 4 entries can be discarded?
chetan2u
Swagatalaxmi


For each of the first 11 months of last year, the graph shows the total number of transactions processed during the month for Martina's bank account.

Select the options from the drop-down menus that create the most accurate statement based on the information provided.

Consistent with the information provided, the least that Martina's median monthly number of bank account transactions for the 12 months of last year could be is , and the greatest that it could be is

Attachment:
Graph.jpg
­The question should be ok.

We are given transactions per month for 11 months, and the question talking about least and greatest median means that we can play around with the transactions of 12th month.

So, let us arrange them in an order: 19, 21, 22, 23, 25, 25, 27, 28, 29, 33, 37 and x, where x can be placed anywhere depending on what we are looking for.

The median of 12 numbers will be the middle of 6th and 7th number. We can discard the top 4 and bottom 4 as they do not have any role to play in median irrespective of where we place x. So, numbers are 25, 25, 27 and x.


Minimum Median: When x is the least...x, 25, 25, 27.............Median = \(\frac{(25+25)}{2} = 25\)
Maximum Median: When x is the greatest...25, 25, 27, x.............Median = \(\frac{(25+27)}{2} = 26\)­
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Hi, Please change the dropdown options. The 2nd dropdown is from 25 to 28 in the original question. Thanks
Swagatalaxmi


For each of the first 11 months of last year, the graph shows the total number of transactions processed during the month for Martina's bank account.

Select the options from the drop-down menus that create the most accurate statement based on the information provided.

Consistent with the information provided, the least that Martina's median monthly number of bank account transactions for the 12 months of last year could be is , and the greatest that it could be is

Attachment:
Graph.jpg

­
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Hi, Please change the dropdown options. The 2nd dropdown is from 25 to 28 in the original question. Thank.
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Done. Thank you!
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Bunuel Sir, could you please clarify on how to solve this question? Why should we leave the first four and the last four numbers of the series as mentioned above?
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chetan2u
Swagatalaxmi


For each of the first 11 months of last year, the graph shows the total number of transactions processed during the month for Martina's bank account.

Select the options from the drop-down menus that create the most accurate statement based on the information provided.

Consistent with the information provided, the least that Martina's median monthly number of bank account transactions for the 12 months of last year could be is , and the greatest that it could be is

Attachment:
Graph.jpg
­The question should be ok.

We are given transactions per month for 11 months, and the question talking about least and greatest median means that we can play around with the transactions of 12th month.

So, let us arrange them in an order: 19, 21, 22, 23, 25, 25, 27, 28, 29, 33, 37 and x, where x can be placed anywhere depending on what we are looking for.

The median of 12 numbers will be the middle of 6th and 7th number. We can discard the top 4 and bottom 4 as they do not have any role to play in median irrespective of where we place x. So, numbers are 25, 25, 27 and x.


Minimum Median: When x is the least...x, 25, 25, 27.............Median = \(\frac{(25+25)}{2} = 25\)
Maximum Median: When x is the greatest...25, 25, 27, x.............Median = \(\frac{(25+27)}{2} = 26\)­


chetan2u the explanation overall seems to make sense, but I have the same question as Pablopikachu: How do we conclude that the top and bottom four entries can be discarded?
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My time spent in getting this question correct in fist attempt = 1:38 minutes

This question requires the consideration of 12th month's transactions

The numbers in graph when arranged are {19, 21, 22, 23, 25, 25, 27, 28, 29, 33, 37}

If 12th month is less than 25 then median will be (25+25)/2 = 25 Minimum
If 12th month is greater than 27 then median will be (25+27)/2 = 26 Maximum

Now, the median could have been 25.5 if the number of 12th month transaction were 26 which is a possibility but such an option is not given because the number of transaction can NOT be non-integer hence that option was carefully committed by the question itself.

Dropdown 1: 25
Dropdown 2: 26


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Swagatalaxmi


For each of the first 11 months of last year, the graph shows the total number of transactions processed during the month for Martina's bank account.

Select the options from the drop-down menus that create the most accurate statement based on the information provided.

Consistent with the information provided, the least that Martina's median monthly number of bank account transactions for the 12 months of last year could be is , and the greatest that it could be is

Attachment:
Graph.jpg

­
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Swagatalaxmi


For each of the first 11 months of last year, the graph shows the total number of transactions processed during the month for Martina's bank account.

Select the options from the drop-down menus that create the most accurate statement based on the information provided.

Consistent with the information provided, the least that Martina's median monthly number of bank account transactions for the 12 months of last year could be is , and the greatest that it could be is

Attachment:
Graph.jpg

­

Responding to a pm: How do we evaluate it quickly?

We have 11 data points and we need the median of 12. So by varying the 12th data point, we can change a median a bit. Note that we can change mean a whole lot by changing 1 data point but median can only be nudged a little bit to either side.

The 6 smallest bars are 19, 21, 22, 23, 25, 25
The 5 greatest ones are 27, 28, 29, 33, 37

For min median, I can make Dec data = 0 and still median will be average of 25 and 25 i.e. 25 only. So this is the minimum possible value of median.
For max median, I can make Dec data = 100 and still median will be average of 25 and 27 only, not of 25 and 100. So 26 is the maximum possible value of median.

Select 25 and 26

Check out another question on mean median here: https://youtu.be/IiGso4-DSlI
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