__Divisibility rules for 4 – Video Explanation__

__Divisibility rules for 4 – Video Explanation__

**Problem 1 – Divisibility rules for 4**

Check whether 23924 is divisible by 4?

**a) Yes**

b) No

**Solution:**

A number is divisible by 4, if the number formed by last 2 digits of that number (ones and tens place) is divisible by 4.

In, 23924

24 is the number formed by tens and one’s place.

and 24 is divisible by 4

Therefore, 23924 is also divisible by 4

**Problem 2 – Divisibility rules for 4**

Check whether 67243 is divisible by 4?

a) Yes

**b) No**

**Solution:**

A number is divisible by 4, if the number formed by last 2 digits of that number (ones and tens place) is divisible by 4.

In, 67243

43 is the number formed by tens and one’s place.

and 43 is not divisible by 4

Therefore, 67243 is not divisible by 4

**Problem 3 – Divisibility rules for 4**

Check whether 65336 is divisible by 4?

**a) Yes**

b) No

**Solution:**

A number is divisible by 4, if the number formed by last 2 digits of that number (ones and tens place) is divisible by 4.

In, 65336

36 is the number formed by tens and one’s place.

and 36 is divisible by 4

Therefore, 65336 is also divisible by 4

**Problem 4 – Divisibility rules for 4**

Check whether 72217 is divisible by 4?

a) Yes

**b) No**

**Solution:**

A number is divisible by 4, if the number formed by last 2 digits of that number (ones and tens place) is divisible by 4.

In, 72217

17 is the number formed by tens and one’s place.

and 17 is not divisible by 4

Therefore, 72217 is not divisible by 4

**Problem 5 – Divisibility rules for 4**

Check whether 95829 is divisible by 4?

a) Yes

**b) No**

**Solution:**

A number is divisible by 4, if the number formed by last 2 digits of that number (ones and tens place) is divisible by 4.

In, 95829

29 is the number formed by tens and one’s place.

and 29 is not divisible by 4

Therefore, 95829 is not divisible by 4