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Originally posted by Gian on 10 Aug 2013, 05:14.
Last edited by Zarrolou on 10 Aug 2013, 05:55, edited 1 time in total.
Added OA.
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Be sure to select an answer first to save it in the Error Log before revealing the correct answer (OA)!
Difficulty:
65%
(hard)
Question Stats:
52%
(02:15)
correct 48%
(01:43)
wrong
based on 23
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The average weight of the students in a class is 48kg. What is the number of students in the class?
1) If weights of two students were 64 and 45 instead of 46 and 54, then the average would be 50kg. 2) If two more students of weights 44 and 52kg joined the class, the average would remain the same.
Not convinced with the OA.
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The average weight of the students in a class is 48kg. What is the number of students in the class?
1) If weights of two students were 64 and 45 instead of 46 and 54, then the average would be 50kg. \(\frac{48n-46-54+64+45}{n}=50\) from this we get n=4.5. This is sufficient, however this number makes no sense (you can't have 4.5 students).
2) If two more students of weights 44 and 52kg joined the class, the average would remain the same. \(\frac{48n+44+52}{n+2}=48\), \(48n+44+52=48n+96\). This adds no info. Not sufficient
The average weight of the students in a class is 48kg. What is the number of students in the class?
1) If weights of two students were 64 and 45 instead of 46 and 54, then the average would be 50kg. 2) If two more students of weights 44 and 52kg joined the class, the average would remain the same.
Not convinced with the OA.
Show more
Gian,
My 2 cents.
let n be the number of students in the class. We are asked to solve for n.
Let w1, w2, w3......wn respectively be the weight of individual students upto n
so we know that
n * 48 = w1 + w2 + w3 + w4 .....+ wn
Option A:
Let w1 = 46 & w2= 54, this weight was changed to w1=64 & w2 = 45 and avg is 50.