Test Details

Divisibility

Feb 02, 7:00 PM

90 minutes

Feb 02, 10:00 PM

50.0 marks

MCQ

25 questions

vinayak sir

Hi good morning students सर्व विद्यार्थी सकाळी आठ ते अकरा या वेळेत येथे उपस्थित राहतील काही अडचणी असल्यास आपण विचारू शकता सर्व विषयाचे तास सुरू आहेत

Class Details

Mathematics

Class 8th Scolership Exam

Mathematics

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Question Text

Question 2 :
A number is divisible by $6$, when it is divisible by both _____ .

Question 5 :
Among the following numbers, find the number which is divisible by $7$.

Question 6 :
Which digit should come at $\ast$ to make the number divisible by 5 ? 52678 $\ast$

Question 7 :
Among the following numbers, what is the missing digit which makes the number $653$_ exactly divisible by $5$?

Question 8 :
If the number ${ 517 }^{ \ast }324$ is completely divisible by $3$, then the smallest whole number in the place of $\ast$ will be:

Question 9 :
If $34* 68$ is to be divisible by $ 9$, then what is the value of the missing digit?

Question 10 :
A number divided by $6$ leaves a remainder $3$. When the square of the number is divided by $6$, the remainder is:

Question 11 :
What is the largest $3$ digit number exactly divisible by $4$?

Question 12 :
Which of the following is divisible by $3$ and by $5$ but is not divisible by $10$?

Question 13 :
A number is divisible by 3 if the sum of the digits in the number are divisible by 3

Question 14 :
Consider a number $N=2\quad 1\quad P\quad 5\quad 3\quad Q\quad 4$ Number of ordered pairs $(P,q)$ so that the number $B$ is divisible by $9$, is

Question 15 :
Find the number that should be added to $452671$ to make it exactly divisible by $8$?

Question 16 :
The number of ways to select $2$ numbers from ${0,1,2,3,4}$ such that the sum of the square of the selected number is divisible by $5$ are (repetition of digits is allowed ).

Question 17 :
How many numbers are divisible by $8$? $1264, 288, 163, 268, 2364, 1328$

Question 18 :
What is the missing digit which makes the number $128$_$2$ exactly divisible by $8$?

Question 19 :
<div>State whether true or false:</div><div>If a number is divisible by 4, it must be divisible by 8. </div>

Question 20 :
Which one of the following expressions has an even integer value for all integers $a$ and $c$?

Question 21 :
If $\dfrac {(x+2)}{7}$ is an integer greater than $2$, then the remainder, when $x$ is divided by $7$ is

Question 22 :
What is the largest 3 digit number exactly divisible by $7$?

Question 23 :
The product of two consecutive positive integers is divisible by $2$. Using this theory, consider $p$ and $(p + 1)$ as two consecutive numbers where $p = 2q+1$ and $q = 4.$ Then which of the following is a factor of the product.

Question 24 :
The remainder when, $10^{10} \cdot (10^{10}+1)(10^{10}+2)$ is divided by $6 $ is ______.

Question 25 :
Check given statement is true or not? The sum of two consecutive odd numbers is always divisible by $4$.

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