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Question - 1

Find the value of √ (159+ (√90+ (√100)))?

  • 13
  • 15
  • 17
  • 19
Solutions
Question - 2

Find the value of √(6√(6√(6√(6√(6√(6√(6.........infinity?

  • 4
  • 6
  • √62
  • 8
Solutions
Question - 3

Find the value of √(14-√(14-√(14-√(14-........infinity?

  • 2
  • 2√2
  • 4
  • 6√2
Solutions
Question - 4

Find the value of √(10+√(10+√(10+√(10+.......infinity?

  • 2
  • 3
  • 4
  • 5
Solutions
Question - 5

Find the product of face value and place value of 8 in 5678435?

  • 64000
  • 60000
  • 52000
  • 49000
Solutions
Question - 6

Solve 1+1/ (1+1/ (1+1/ (1+1 /x)))?

  • (7x+3)/(5x+2)
  • (3x+3)/(7x+2)
  • (5x+3)/(3x+2)
  • (11x+3)/(9x+2)
Solutions
Question - 7

Find the largest 4 digit number that is exactly divisible by 11?

  • 9999
  • 9996
  • 9966
  • 9666
Solutions
Question - 8

(1-1/3)(1-1/4)(1-1/5) ....... (1-1/x) = ?

  • 2x
  • 2x-1
  • 1/2x
  • 2/x
Solutions
Question - 9

(1+1/5)(1+1/6)(1+1/7) ....... (1+1/x) = ?

  • (x+5)/(x+6)
  • (x+5)/(x+6)
  • (x+1)/5
  • (x+1)/6
Solutions
Question - 10

√ (1+ (23/121)) =1+x/11, find the value of x?

  • 32
  • 64
  • 1
  • 52
Solutions
Question - 11

what is the largest 3 digit number exactly divisible by 11 is?

  • 999
  • 990
  • 989
  • 991
Solutions
Question - 12

114 x 114 = ?

  • 12996
  • 13986
  • 14976
  • 15966
Solutions
Question - 13

What minimum number be added to 6969 so that the new number is completely divisible by 23?

  • 0
  • 1
  • 2
  • 3
Solutions
Question - 14

(321 x 5³) = ?

  • 45000
  • 38210
  • 40125
  • 34175
Solutions
Question - 15

Among the options given find the number which is divisible by 45?

  • 306990
  • 331145
  • 256987
  • 181660
Solutions
Question - 16

How many natural numbers are there between 46 and 78 which are exactly divisible by 6?

  • 4
  • 5
  • 6
  • 7
Solutions
Question - 17

(X) - 34567 - 25432 = 9999?

  • 79315
  • 75931
  • 71935
  • none
Solutions
Question - 18

4545 x 9999 = ?

  • 45445455
  • 45545455
  • 45445445
  • 45454545
Solutions
Question - 19

The difference between the two random numbers is 6060. Dividing the larger number by the smaller number, we get 2 as quotient and 2727 as the remainder. What is the Larger number?

  • 3333
  • 6060
  • 2727
  • 9393
Solutions
Question - 20

Unit digit of 654321*65432*6543*654*65 =?

  • 0
  • 2
  • 4
  • 1
Solutions
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