 # Division of Metric Measures – Definition, Examples | How do you Divide Metric Measurements?

In this article, you will learn how to perform the division of metric measures. Metric measures are divided in the same way as we divide ordinary numbers. First, we will place the digits in columns and then divide as usual. Measurement of the metric system is the way of measuring distance, calculating the height, measuring the weight, and so on. The standard units of length, weight, and capacity are meter, gram, and liter respectively.

On this page, you will learn about the meaning of metric measures, how to divide metric units, solved example problems on the division of metric measures, and so on.

### What is Metric System? | Metric System – Definition

Based on each object we can measure its length, weight, volume, and time in a different way. The metric system is a system used for measuring distance, length, volume, weight, and temperature. Based on three basic units we are able to measure almost everything in the world.

For measuring length we can use the meter, for measuring mass we can use a kilogram and for the time we can use a second, for measuring capacity we can use liter.

### How to Divide Metric Measurements?

Metric Division Measurement is also known as repeated subtraction division. It is a way of understanding division in which you divide an amount into groups of a given size. For example, if you are thinking about division this way, then 16 ÷ 4 means 16 things divided evenly into groups of 4, and we wish to know how many groups we can make.

### Worked Out Examples on Dividing Metric Measures

Example 1:
Divide the value 4 km 8hm 7dam 6 m by 2
Solution:
As given in the question, the value is 4 km 8hm 7dam 6 m by 2
The division is also known as repeated subtraction. First, we place the digits in columns and then divide as usual.
So, we can perform the division perform on the given number 4 km 8hm 7dam 6 m by 2 as follows. After performing the division we get the remainder as 0, and the quotient as 2433.
Therefore, the final value of the given number is 2 km 4 hm 6dam 6 m.

Example 2:
Ramu has 18 chocolates. He will distribute it among 6 friends equally. How much did each get?
Solution:
As given in the question,
No. of chocolates Ramu has =  18 chocolates.
He will distribute 18 chocolates to 6 friends equally.
Now, we will find how many chocolates each gets.
We know the division law, using that we can find how many chocolates each person gets easily.
So, the given numbers are 18, 6. Now, divide 18 with 6.
18 / 6 = 3.
Therefore, Ramu distributed 18 chocolates among 6 friends equally. So, each friend gets 3 chocolates.

Example 3:
Divide the value  8 kg 4 hg 3dag 6 g by 6
Solution:
As given in the question, the value is 8 kg 4 hg 3dag 6 g by 6
The division is also known as repeated subtraction. First, we place the digits in columns and then divide as usual.
So, we can perform the division perform on the given number i.e. 8 kg 4 hg 3dag 6 g by 6.

The below figures show, how to perform the division of metric measures step-by-step process. Therefore, the value 8kg 4hg 3dag 6g is divided by 6, to get the final value is 1kg 4hg 6dag

Example 4:
Divide the value 19kl 5hl 9 l by 3
Solution:
As given in the question, the value is 19kl 5hl 9 l by 3.
Using the division rule, we can easily find the value. In division, first, we should place all digits in columns and then divide as usual.
So, now we can perform the division operation of the given number 19kl 5hl 9l by 3.
19kl 5hl 9l / 3 = 653
Therefore, after division, the final value of the given number 19kl 5hl 9l by 3 is 6kl 5 hl 3l

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