Saturday, December 28, 2013

NUMBER SYSTEM : Quantitative Aptitude series-7




Welcome to Coaching Genie's series-7 of Quantitative Aptitude. The Best free IBPS PO Clerk coaching.

This is a series on NUMBER SYSTEM

61.A number whose third part increased by 4 is equal to its second part diminished by 6. Find the number.
a)35
b)24
c)45
d)60
e)72



62.What is the difference in the place value and the face value of 5 in 84567?
a)480
b)495
c)525
d)560
e)754

 

63.A girl was asked to multiply a certain number by 13. She multiplied it by 31 and got her answer more than the correct one by 252. The number to be multiplied was :
a)16
b)13
c)15
d)14
e)18



64.The numbers k, k + 4, k + 6 are all primes.
Find the value of k.
a)5
b)3
c)7
d)17
e)13

 

65.A certain number consists of two digits whose sum is 6. If the order of the digits is reversed, the new number is 18 less than the original number. The original number is :
a)51
b)42
c)33
d)15
e)60

 

66.If 63X2 is a multiple of 3, find the value of X
a)2
b)5
c)3
d)1
e)6

 

67.A positive number when decreased by 5 is equal to 36 times the reciprocal of the number. Find the number.
a)9
b)6
c)8
d)5
e)7



68.Find the least six digit number that is exactly divisible by 568.
a)110486
b)100516
c)101254
d)102134
e)100536

 

69.A number when divided by 832 gives 36 as remainder. On dividing the same number by 16, what would be the remainder ?
a)8
b)12
c)7
d)4
e)6

 

70.The 5/2 nd of 1/5 th of 2/6 th of a number is 35, find that number?
a)335
b)210
c)128
d)420
e)560



2 comments:

  1. All these quantitative aptitude questions are helpful to me. Please explain the questions number 69.

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    Replies
    1. Hi kiteann , On Q69 we assume let the number be X, it is divided by 832 gives a remainder 36,and let we get a quotient say p,so we write the number in terms of quotient and remainder as X = 832p + 36 , now we want to find what will we get as the remainder if we divide this number X with 16, so we split 832p + 36 in terms of 16, as shown above we get it as 16(52p+2) + 4, so matching it with the formula
      Dividend = Quotient x Divisor + Remainder , remainder is 4!!
      You can check more Questions and series here

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