# Worksheet on Division of Metric Measures | Dividing Metric Measurements Worksheet with Answers

In this article, Worksheet on the Division of Metric Measures you will find various questions on the division of metric measures. In the division metric measures, first, we will place the digits in columns and then divide as usual. This is similar to the division of ordinary numbers. You can use and download this division of metric units worksheet for free and take a printout of this page for more practicing purposes. Alongside you need to know about converting the metric measures from one unit to another unit.

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### Division of Metric Measures Worksheet PDF

Problem 1:
Divide the value by 6kl 18hl 3dal 12l by 3

Solution:

As given in the question, the value is 6kl 18hl 3dal 12l by 3
First, we place the digits in columns and then divide as usual. The division is also known as repeated subtraction.
Now, we can perform the division operation on the given number 6kl 18hl 3dal 12l by 3.
So, after division by 3, we get the value is,
6kl 18hl 3dal 12l / 3 = 2kl 6hl 1dal 4l.
After performing the division operation, the remainder is 0 and the quotient is 2614.
Therefore, the given number’s final value is 2kl 6hl 1dal 4l.

Problem 2:
Find the quotient of the given value. The given value is 8m 1dm 3cm 4mm by 7

Solution:

As given in the question, the value is 8m 1dm 3cm 4mm by 7.
First, we place the digits in columns and then divide as usual. The division is also known as repeated subtraction.
Now, we can perform the division operation on the given number 8m 1dm 3cm 4mm by 7.
So, after division by 7, we get the value is,
8m 1dm 3cm 4mm / 7 = 1kl 1hl 6dal 2mm
After performing the division operation, the remainder is 0 and the quotient is 1162.
Therefore, the quotient of a given number is 1kl 1hl 6dal 2mm.

Problem 3:
Sony made 16 cakes out of 17kg 568g flour. How much flour did she use for every cake?

Solution:

As given in the question, Sony made 16 cakes.
The total flour used to make 16 cakes is 17kg 568g.
Now, we will find the amount of flour she used for each cake.
Using the division operation, we will find the value of the given questions. The division means repeated subtraction.
So, the weight of flour used for each cake is 17kg 568g / 16, then
17kg 568g / 16 = 1098 = 1kg 98g
After division operation, the remainder is 0 and the quotient is 1kg 98g.
Therefore, Sony used 1kg 98g flour to make each cake.

Problem 4:
A rope that is 18m long is cut into 8 equal pieces. What is the length of each piece?

Solution:

In the given question,
The total length of the rope is 18m.
The number of equal parts is 8.
Now, we will find the length of each rope piece value.
Using the division operation, we will get the value. Division means repeated subtraction.
So, the length of each rope piece is 18m / 8, how to perform division perform as shown below, After performing division operation, the remainder is 0 and the quotient is 2.25.
Therefore, the length of each rope piece is 2.25m.

Problem 5:

Solution:

In the given question,
Four contractors constructed a road is 16.480 km.
Now, we will find the one constructor constructing road value.
To perform the division operation, you will get each contractor’s value. We know, that division is nothing but repeated subtraction.
So, the one constructor that will construct the road is 16.480 / 4, then the value will be
16.480 / 4 = 4.12 km
Therefore, 4.12km of road will be constructed by each constructor.

Problem 6:
Scott bought 30m 24cm of cloth. He told the shopkeeper to cut it into 3 pieces. How much will be the length of each piece of cloth?

Solution:

As given in the question,
Scott bought cloth is 30m 24cm.
He told the shopkeeper to cut it into 3 pieces.
Now, we will find the length of each piece of cloth using the division method.
The division means repeated subtraction. Before performing the division operation, you can place all digits in the column then divide as usual.
So, the given value is 30m 24cm / 3, then
30m 24cm / 3 = 10m 8cm.
The remainder is 0 and the quotient is 10m 8cm.
Therefore, the length of each piece of cloth is 10m 8cm.

Problem 7:
15 bags of wheat were delivered at a grocery shop, the entire weight being 144kg 780g. If all the baggage contains an equal amount of wheat, find the load of every bag?

Solution:

As given in the question,
The total number of wheat bags is 15bags.
The total weight of the wheat bags is 144kg 780g.
Now, we will find the weight of each wheat bag weight using the given data.
To perform the division operation, you will get the value of each bag.
So, the amount of each bag is 144kg 780g / 15, then
144kg 780g / 15 = 9.652 kg.
Therefore, the weight of each wheat bag is 9.652 kg.

Problem 8:
Find the remainder and quotient values of the below-given figure, Solution:

As given in the question, the value is 66dl 35ml by 5
Now, we will find the value of remainder and quotient of the given values.
Using the division operation, you will get the values. The division means repeated subtraction.
So, the given values are 66dl 35ml / 5, how to perform division operation is as shown below figure, After performing the division operation, the remainder is 0 and the quotient is 1327.
Therefore, the given number remainder value is 0 and the quotient value is 13dl 27ml.

Problem 9:
Find the value 326.18 decimeters in a meter

Solution:

As given in the question, the value is 326.18 dm.
Now, we will find the given decimeters value in meters value.
Using the division operation, we will get the value in meters. The division means repeated subtraction.
In general, 1 dm = 1/10 m.
So, divide the given value by 1/10, then
326.18 / (1/10) = 32.618m (or) 326.18 / (1/10) = 326.18 x 0.1 = 32.618m.
Therefore, the given value of 326.18 dm in meters is 32.618m.

Problem 10:
Find the value of 4674.3 cL in liters.

Solution:

As given in the question, the value is 4674.3 cL.
Now, we will find the given cL value in liters.
Using the division operation, you will get the value easily. To perform the division operation, first, we can place all the digits in columns and then divide as usual.
We all know, 1cL = 1/100 = 0.01 liters.
So, convert the given value is 4674.3 cL into liters, then
4674.3 cL = 4674.3 / (1/100) = 46.763 liters.
Therefore, the given value of 4674.3 cL in liters is 46.763 l.

Problem 11:
Divide the value 21kl 4hl 2l by 0.2. Write the values of remainder and quotient?

Solution:

As given in the question, the value is 21kl 4hl 2l by 0.2
Now, we will find the values of remainder and quotient of the given value.
Using the division rule, we can easily find the value. In division, first, you can place all digits in columns and then divide as usual.
So, now we can perform the division operation of the given number 1kl 4hl 2l by 0.2, then
1kl 4hl 2l / 0.2 = 10kl 7hl 10l
After performing the division the remainder is 0 and the quotient value is 10710.
Therefore, after the division operation, the remainder value is 0 and the quotient value is 10kl 7hl 10l of the given value.

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