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1. The quotient is 702, the remainder is 24, and the divisor 7 more than the sum of both. What is the divident?
  A.  514590
  B.  524690
  C.  514490
  D.  None of above
     
   
View Answer 
  Divident=(Divisor × Quotient) + Remainder ----------1st
  
  Q=702
  R=24
  Divisor = 702 + 24 +7
          = 733
  Putting Q,R & Divisor values in Eqn 1st
  Divident = (733 × 702) + 24
           =  514566 + 24
           = 514590
2. In a division sum, the divisor is 10 times the quotient nd 5 times the remainder. If the remainder is 46, then the divident is
  A.  6336
  B.  4346
  C.  5436
  D.  5336
     
   
View Answer 
  Divident=(Divisor × Quotient) + Remainder ----------1st
  
  Q 
  R=46
  Divisor = 10(Q)
  Divisor = 5(R) = 5(46) = 230

  10(Q) = 230
  Q     = 230/10
        = 23

                  
  Putting Q,R & Divisor values in Eqn1st
  Divident = (230 × 23) + 46
           = 5290  + 46
           = 5336
3. On dividing 397246 by a certain number, the quotient is 865and the remainder is 211. Find the divisor.
  A.  568
  B.  459
  C.  449
  D.  469
     
   
View Answer
4. A number when divided by 602 leaves remainder 36 and the value of quotient is 5. Find the number.
  A.  3036
  B.  3156
  C.  3046
  D.  3456
     
   
View Answer 
  Divident=(Divisor × Quotient) + Remainder ----------1st
  
  Q=702
  R=24
  Divisor = 702 + 24 +7
          = 733
  Putting Q,R & Divisor values in Eqn
  Divident = (733 × 702) + 24
           =  514566 + 24
           = 514590
5. What is the divisor when the divident is 345, the remainder 5 and the quotient 20?
  A.  17
  B.  15
  C.  18
  D.  8
     
   
View Answer
6. A man had to divide 49471 by 210. He made some mistake in copying the divisor and obtained as his quotient 246 with a remainder 25. What mistake did he make?
  A.  He wrote 209 instead of 210
  B.  He wrote 207 instead of 210
  C.  He wrote 201 instead of 210
  D.  He wrote 211 instead of 210
     
   
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7. Find the greatest number of 3 digits, which is exactly divisible by 35.
  A.  982
  B.  979
  C.  880
  D.  980
     
   
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8. Find the least number that must be subtracted from 87375, to get a number exactly divisible by 698.
  A.  120
  B.  125
  C.  135
  D.  127
     
   
View Answer
9. What least number must be added to 49123 to get a number exactly divisible by 263.
  A.  60
  B.  68
  C.  48
  D.  58
     
   
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10. What is the least number of 3 digits, which exactly divisible by 14?
  A.  112
  B.  110
  C.  114
  D.  116
     
   
View Answer
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