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Archit3110
d1+d2+d3=42

#1
d2=12
so d1+d3 = 30 ; or say each day 15 or it can be any value to sum = 30 insufficient ( 12,15,15) ( 10,12,20) so on

#2
d1= 14
so d2+d3 = 28
d2=d3=14
median = 14
IMO B
sufficient

Bunuel
A man's total travel expense over 3 days was $42. What was his median expense?

(1) On day 2, he spent $12

(2) On day 1, he spent $14


Are You Up For the Challenge: 700 Level Questions


What if in st-2 12 and 16 0r 10 and 18.....
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Archit3110
d1+d2+d3=42

#1
d2=12
so d1+d3 = 30 ; or say each day 15 or it can be any value to sum = 30 insufficient ( 12,15,15) ( 10,12,20) so on

#2
d1= 14
so d2+d3 = 28
d2=d3=14
median = 14
IMO B
sufficient

Bunuel
A man's total travel expense over 3 days was $42. What was his median expense?

(1) On day 2, he spent $12

(2) On day 1, he spent $14


Are You Up For the Challenge: 700 Level Questions


What if in st-2 12 and 16 0r 10 and 18.....

In any case the median is 14. No?

The point is that if the expenses on any day is $14, then we are left with $28 for the other two days and no matter how you break those $28, $14 will be the median.
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Hello from the GMAT Club BumpBot!

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