Learn the **divisibility rule for 4**. By learning this **divisibility rule** you may able to say easily that the given number is divisible by 4 or not **divisible by 4**. Actually, this divisibility rules concept comes in class 6. If you are class 6 students then it will be more helpful to you.

Suppose if a number is given to you then do you know how to check whether the number is divisible by 4 or not? Generally what we will do is we will do division and if we get remainder as zero then we say that the number is divisible by 4. Otherwise, if the remainder is other than zero then we say that the number is not divisible by 4. This entire division process consumes a lot of time. So to save the time we need to learn **divisibility rules**.

Everybody should learn divisibility rule for 2, divisibility rule for 3 and so on. At least we have to learn divisibility rules up to 10. Now we will learn the **divisibility rule for 4**.

**Below given is the divisibility rule for 4:**

In the given number, if the **last two digits are divisible by 4** then we say that the entire number is divisible by the number 4. Check the examples you can understand clearly.

**Example:**

The number 9852 is divisible by 4 because last two digits i.e. 52 is divisible by 4. So we say that the number 9852 is divisible by 4.

25976 is also divisible by the number 4 because the last two digits are divisible by 4.

369854 is not exactly divisible by 4 as the last two digits (54) is not divisible by 4.

9785421578945 is also not divisible by the number 4 because last 2 digits (45) is not divisible by 4.

I hope it is easy to remember **divisibility rule for 4**.

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