Divisibility by 4

Q. $12$ chairs were arranged with $3$ chairs in each row. Later, $8$ more chairs were added. Find the number of chairs in each row such that the total number of rows remains the same.

Q.

Question 8

The sum of two consecutive odd numbers is always divisible by 4. Verify this statement with the help of some examples.

Q. There are six boxes of pens having $14$ pens in each box. Is it possible to distribute the pens among $4$ brothers evenly? Answer in Yes/ No.

Q. Find the smallest positive number that can be multiplied with $666,$ to make it divisible by $4.$

Q.

Identify whether the given statement is true or not ?

$40persons:200persons=₹15:₹75$

Q. Which of the following is divisible by 9?

1. 341
2. 567
3. 253
4. 132

Q.

Identify whether the given statement is true or not ?

$99kg:45kg=₹44:₹20$

Q. Can $172$ pears be evenly distributed among $4$ vendors? If yes, how many pears would one vendor get?

1. Yes.
2. No.
3. One vendor woud get $43$ pears.
4. One vendor woud get $18$ pears.

Q. Consider the number $146+x,$ where $x$ is a single-digit number. Find the value(s) of $x$ such that the given number is divisible by $4.$

1. $2$
2. $-2$
3. $4$
4. $6$

Q. is the largest 4 digit number that is evenly divisible by 4.

1. 9999
2. 9997
3. 9998
4. 9996

Q. How many toys should Johnny purchase so that he can distribute those among his 2 brothers and 2 sisters equally?

1. 1542
2. 1343
3. 1488
4. 1347

Q. 1, 436 is completely divisible by 4.

1. True
2. False

Q. Santa and Noel each brought $114$ gift packets for the Grade 7 students. Grade 7 has four sections. They have decided to distribute the gift packets equally in all sections. Is it possible?

1. Yes, it is possible.
2. No, it is not possible.
3. It cannot be determined.