Question 1 :
How many numbers are divisible by $9$?<br/>$863, 267, 129, 774, 981, 997, 936$<br/>
Question 2 :
If the last two digits of a number is $00$, then it is exactly divisible by _____.<br/>
Question 3 :
<span>Among the following numbers, find the number which is divisible by $10$.</span><br/>
Question 4 :
The resultant of "factor $\times$ factor $ ......$" is equal to<br/>
Question 6 :
If the sum of digits of a number is divisible by three then the number is always divisible by
Question 7 :
A four-digit number $aabb$ is divisible by $55$. Then possible value(s) of $b$ is/are
Question 15 :
Sum of first three prime numbers which end at 3 is: 
Question 16 :
<span>A number is divisible by 11 if the difference of the sum of its digits at odd places and sum of its digits at even places is either 0 or a number divisible by ___.</span><br/>
Question 17 :
Among the following options, the largest number exactly divisible by $5$?<br/>
Question 18 :
By Goldbach's conjecture, every even number greater than 4 can be expressed as a sum of
Question 22 :
If the last three digits of a number are divisible by $8$, then the number is divisible by ____.<br/>
Question 29 :
The total number of prime numbers between $120$ and $140$ is<br/>
Question 32 :
<span>Among the following numbers, find the number which is divisible by $10$.</span><br/>
Question 39 :
Which of the following numbers is divisible by $ 9 $ ?
Question 42 :
If the last two digits of a number is divisible by $4$, the number is also divisible by ____.<br/>
Question 43 :
If a number is divisible by 9, then it is also divisible by which number?
Question 48 :
Which of the following number is divisible by each one of 3, 7, 9 and 11?
Question 49 :
A number is divisible by $8$, if the number formed by the digits in ______ places is divisible by $8$.<br/>
Question 50 :
What is the value of $x$ for which $x, x + 1, x + 3$ are all prime numbers?
Question 51 :
The least number of 4-digits which is exactly divisible by 9 is
Question 52 :
Mark the correct alternative of the following.<br>The smallest number which is neither prime nor composite is?<br>
Question 53 :
Find the number that should be added to $98137432$ to make it exactly divisible by $10$?<br/>
Question 54 :
Which one of the following is a common factor of $15$ and $12$.
Question 55 :
What is the largest $4$ digit number exactly divisible by $10$?<br/>
Question 58 :
How many numbers from 1 to 100 are there each of which is not only exactly divisible by 4 but also has 4 as a digit ? <br>
Question 60 :
If $abc$ is a three digit number, then the number $abc-a-b-c$ is divisible by
Question 61 :
The number of prime numbers between $1 \ and \ 10$ is
Question 62 :
<span>Which of the following numbers should be added</span> to $4562891$ to make it exactly divisible by $11$?<br/>
Question 63 :
Which one of the following numbers is exactly divisible by $11$?
Question 66 :
Consider the following statements:<br/>A. The sum of two prime numbers is a prime number. <br/>B. The product of two prime numbers is a prime number. <br/>Which of these statements is/are correct ?
Question 69 :
What is the number should be added to $65328$ to make it exactly divisible by $10$?<br/>
Question 70 :
Among the following, which is the largest $3$ digit number exactly divisible by $2$?<br/>
Question 72 :
How many numbers are divisible by $11$?<br/>$121, 4763, 7321, 7380, 2475, 8631, 6591$<br/>
Question 76 :
How many numbers are divisible by $10$?<br/>$290, 397, 375, 100, 1970, 280, 350, 409, 710$<br/>
Question 77 :
Find the number that should be added to $94672$ to make it exactly divisible by $11$?<br/>
Question 82 :
A number is divisible by 9 if the sum of the digits of the number is divisible by ............
Question 83 :
Which of the following statements is correct regarding the number $71172992355340042332$?
Question 86 :
<span>Among the following numbers, n</span><span>umber which is divisible by $5$ is</span><br/>
Question 88 :
Find the number that should be added to $452671$ to make it exactly divisible by $8$?<br/>
Question 89 :
Among the following numbers, number which is divisible by $2$ is<br/>
Question 90 :
What is the largest $3$ digit number exactly divisible by $3$?<br/>
Question 91 :
A number is divisible by 8 if the number formed by the digit in ............. place is divisible by 8.
Question 92 :
What is the largest odd number that is a factor of $860$?
Question 94 :
Which of the following number should be added to $75329$ to make it exactly divisible by $10$?<br/>
Question 96 :
How many numbers are divisible by $10$?<br/>$210, 457, 455, 650, 1000, 3982, 290, 101, 370$<br/>
Question 97 :
How many numbers are divisible by $8$?<br/>$1264, 288, 163, 268, 2364, 1328$<br/>
Question 100 :
What is the largest $3$ digit number exactly divisible by $4$?<br/>
