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Q #66
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AIMCAT Quants Question


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A teacher was trying to form the groups of students in such a way that every group has equal number of students and that number should be a prime number. She tried for first 5 prime numbers, but on each occasion exactly one student was left behind. If the number of students is in 4 digits, then how many different values can she take?
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Q #67
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AIMCAT Quants Question


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What is the smallest number that should be divided by 10500 to make it a perfect cube?
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First we find the factors of 10500 i.e. 2*2*3*5*5*5*7

So to make it a perfect cube we have to divide this number by 2*2*3*7 i.e. 84



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Q #68
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AIMCAT Quants Question


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Two numbers, both greater than 23, have HCF 23 and LCM 644. The sum of the numbers is:
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HCF = 23; numbers = 23x and 23y.

LCM = 644.

LCM*HCF = 23x*23y

644*23 = 23x*23y

xy = 28

x and y are co-prime numbers.

Possible pairs = 28 and 1, 7 and 4.

Numbers = 23 and 644 and 92 and 161

Sum = 667 and 253

From options, sum = 253.



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Q #69
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AIMCAT Quants Question


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In a test called ACSAT, the average marks of 15 test takers is 240. If the marks of 5 test takers are subtracted, the average marks decreases by 40. What are the average marks of 5 test takers?
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Marks of 15 test takers = 15*240 = 3600

Marks of 10 test takers = 10*200 = 2000

Marks of remaining 5 test takers = 3600 – 2000 = 1600

Average = 16005 = 320



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Q #70
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AIMCAT Quants Question


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Find the ratio of distances covered by a car and a cyclist when it is given that the car moves 1.5 hours at 30 kmph and the cyclist moves for 1 hour at 25kmph:
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Distance covered by cyclist = 25 km; Distance covered by car = 1.5*30= 45 km Ratio of car to cyclist = 25:45 = 5:9

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