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Math Tables are very important for primary school students and aspirants who are appearing for the competitive exams for quick mental math calculations. On this page, we have come up with the 11 Times Table. Eleven Times Table is the multiplication table of 11 where we get the product of multiplying 11 with whole numbers. Learning & memorizing Table of 11 is relatively easier.

The first 9 multiples of 11 table are always a repetition of the same digit like, 11 × 1 = 11, 11 × 2 = 22, 11 × 5 = 55, 11 × 79 = 99, etc. Go ahead and learn how to read and write the eleven times multiplication table, tips to remember the table of eleven, and download a free printable multiplication chart of 11.

Multiplication Chart of Eleven | 11 Times Table Chart

Table of 11 Chart is given here in an image form for better understanding and quick reference. Students can easily download the eleven times multiplication chart from here and try to memorize it regularly for doing quick multiplication of different quantities in day-to-day calculations and in competitive exams like GMAT and CAT. However, you can also have a quick revision of the 11 times table by downloading the chart and pasting it to your room walls.

Learn How to Write the Multiplication Table of 11 up to 20

Multiplication Table of Eleven up to 20 whole numbers are given in the below table for better learnings and fast calculations. 11 Table is very important to solve the maths problems based on division and multiplication operations. 11 Times Table can be helpful to do long mathematical calculations faster and improve your problem-solving skills. So, go through the below-provided Eleven Times Table and learn how to write mathematically.

11	x	1	=	11
11	x	2	=	22
11	x	3	=	33
11	x	4	=	44
11	x	5	=	55
11	x	6	=	66
11	x	7	=	77
11	x	8	=	88
11	x	9	=	99
11	x	10	=	110
11	x	11	=	121
11	x	12	=	132
11	x	13	=	143
11	x	14	=	154
11	x	15	=	165
11	x	16	=	176
11	x	17	=	187
11	x	18	=	198
11	x	19	=	209
11	x	20	=	220

Read First 10 Multiples of Eleven Times Table

One time eleven is 11

Two times eleven are 22

Three times eleven are 33

Four times eleven are 44

Five times eleven are 55

Six times eleven are 66

Seven times eleven are 77

Eight times eleven are 88

Nine times eleven are 99

Ten times eleven are 110

Tips to Remember the Table of Eleven

Students who are trying to memorize the 11th table can go with these tips to learn easily and remember the table of 11 for a long run.

1. The first tip to remember the table of eleven is simply multiple the single-digit whole number with 11 and get the multiple as the same number next to it. For example, take a single-digit number ie., 7 when you multiplied with 11 it gives 77. Like this, you can memorize the table of 11 up to 9 numbers.
2. The trick to memorize the multiplication table of 11 for 2 digit numbers is as follows:
   • When you take the 2 digit number multiplied by 11, the product should be in the pattern called the sum of the digits of the number and put the sum between the two digits of the original two-digit number.
   • For instance, when 11 is multiplied by 15, calculate the sum of 1 and 5, ie., 6, and take the number to place between 1 and 5. The final answer is 165. The product of 11 and 15 is 165, mathematically 11 × 15 = 165.

Get More Math Tables:

0 Times Table	1 Times Table	2 Times Table
3 Times Table	4 Times Table	5 Times Table
6 Times Table	7 Times Table	8 Times Table
9 Times Table	10 Times Table	12 Times Table
13 Times Table	14 Times Table	15 Times Table
16 Times Table	17 Times Table	18 Times Table
19 Times Table	20 Times Table	21 Times Table
22 Times Table	23 Times Table	24 Times Table
25 Times Table

Solved Examples involving 11 Times Multiplication

1. Merra went to the government school and distributed 8 chocolates each to the kids in class 5. There were 11 kids in class 5. Use the 11 Times Table, find how many chocolates were distributed in total?

Solution:

Given that, there were 11 kids in class 5, and she distributed 8 chocolates each to the kids.

Hence, from the table of 11, 8 × 11= 88 chocolates

Thus, Merra distributed 88 chocolates in total.

2. Applying the multiplication table of 11, calculate the number which when multiplied to 11 gives 66?

Solution:

We know that when a number is multiplied by 1, it gives the same number.

So, we have to find the number that gives 66 when multiplied to 11.

By using the table of 11, 11 x 6 = 66

Therefore, the number is 6 which gives 66 when multiple to 11.

3. Use 11 times table, evaluate 11 times 5 minus 10  plus 20.

Solution:

First, write down 11 times 5 minus 10  plus 20 mathematically.

ie., 11 times 5 minus 10  plus 20 = 11 x 5 – 10 + 20

Now, apply the 11 times table, to get the result for 11 times 5 minus 10  plus 20

11 x 5 – 10 + 20 = 55 – 10 + 20 = 65

Thus, 11 times 5 minus 10  plus 20 is 65.

Multiplication Table of 6 provides the values we get when 6 is multiplied by all whole numbers. One Interesting Fact about Table of 6 is that it is the smallest positive integer that is neither a square number nor a prime number. Math Tables once mastered can be foundation blocks to learn higher-order concepts that you might come across in the later classes. Six Table can be interpreted as equal groups of 6 or repeated addition of 6.

6 Times Table Chart

Students who are facing difficulty learning the Six Table can always check the below image as a quick guide. Download the Multiplication Chart of Six from here and practice the table on a day-to-day basis. We don’t charge any amount from you and you can always seek help from the Multiplication Table for 6 to have a deeper knowledge on the process of multiplication.

How to Read Table of 6?

Refer to the following lines and learn how to read Six Times Table Orally. Try to Read out loud regularly and this way you can retain the Table of Six for a longer duration.

One time six is 6

Two times six is 12

Three times six is 18

Four times six is 24

Five times six is 30

Six times six is 36

Seven times six is 42

Eight times six is 48

Nine times six is 54

Ten times six is 60

Eleven times six is 66

Twelve times six is 72

How to Write a Multiplication Table of Six? | 6 Times Table up to 20

By checking out the Six Times Table present below in tabular format, you can learn how to write the Multiplication Table of 6. Use the table of 6 present here for speedy calculations and clear the competitive exams with much ease. You can always look up to us whenever you are stuck at some point while memorizing the 6 Times Multiplication Table.

6	x	1	=	6
6	x	2	=	12
6	x	3	=	18
6	x	4	=	24
6	x	5	=	30
6	x	6	=	36
6	x	7	=	42
6	x	8	=	48
6	x	9	=	54
6	x	10	=	60
6	x	11	=	66
6	x	12	=	72
6	x	13	=	78
6	x	14	=	84
6	x	15	=	90
6	x	16	=	96
6	x	17	=	102
6	x	18	=	108
6	x	19	=	114
6	x	20	=	120

Get More Math Tables:

0 Times Table	1 Times Table	2 Times Table
3 Times Table	4 Times Table	5 Times Table
7 Times Table	8 Times Table	9 Times Table
10 Times Table	11 Times Table	12 Times Table
13 Times Table	14 Times Table	15 Times Table
16 Times Table	17 Times Table	18 Times Table
19 Times Table	20 Times Table	21 Times Table
22 Times Table	23 Times Table	24 Times Table
25 Times Table

Advantages of Learning Multiplication Table of 6

There are numerous benefits of referring to the 6 Times Table and they are listed in the below fashion

• Memorizing or Learning the Table of 6 is an essential skill to solve problems related to fractions, decimals, and percentages.
• You can solve real-life problems quickly whenever you are out of the classroom.
• Be aware of the Sequences and Patterns followed by the Six Table.

Tips to Memorize 6 Times Table

Follow the below-listed tips & tricks to learn the Multiplication Table of Six easily. They are as follows

• Multiples of 6 are both multiples of 2 and 3
• Whenever you multiply an even number with 6 the result will have the same unit digit i.e. 682 = 12, 6*4 = 24, 6*6 =36, and so on.
• You can also learn the Multiplication Table of 6 using the skip counting process.

Solved Examples Involving Six Table

1. Using the table of 6, evaluate 3 times 5 times 6?

Solution:

Firstly, let us express the given statement in the form of a mathematical expression

= 3*5*6

= 90

Therefore, 3 times 5 times 6 is 90.

2. Using the 6 times table, find 6 groups of 4?

Solution:

6 groups of 4 = 6+6+6+6 = 24

6 times 4 = 6*4 = 24

Thus, 6 groups of 4 is 24.

3. Using numbers 4, 6, 5, and 12 and table of 6 complete the multiplication sentences _×_ = 30 and _×_ = 36?

Solution:

Since, we know that 6 times 5 = 30 and 6 times 6 = 36.

Therefore, the numbers are 6, 5, and 6, 6 respectively.

4. Find the value of ‘a’ using the table of 6, If a × 6 = 72?

Solution:

We know from the 12 Times Table 12*6 = 72

Thus, the value of a is 12.

Every student should memorize and learn the 0 Times Table as it is the most easiest multiplication table. Among all the Math Tables Zero Table can be easily remembered. You can perform your math calculations much quickly and effectively. Grasp the basic maths fundamentals by memorizing the Multiplication Table of 0 by heart. Learn How to Read and Write Zero Multiplication Table, Solved Examples Involving Zero Table in the later modules.

Zero Multiplication Chart

Below we have provided the Multiplication Table of 0 both in Image and Tabular Format. You can download it from here and prepare offline too whenever you need it. By downloading the 0 Times Table you can recite it regularly and remember it easily. We don’t charge any amount from you for this and you can make your mental math calculations quickly.

How to read 0 Times Table?

One time zero is 0

Two times zero is 0

Three times zero is 0

Four times zero is 0

Five times zero is 0

Six times zero is 0

Seven times zero is 0

Eight times zero is 0

Nine times zero is 0

Ten times zero is 0

Eleven times zero is 0

Twelve times zero is 0

Multiplication Table of 0 up to 20

Below is the list of Zero Table up to 20 natural numbers. Utilize the table whenever you need to perform math calculations and make your job simple. Try to Memorize the Zero Table by reciting them on a regular basis or writing them down on paper.

0	×	1	=	0
0	×	2	=	0
0	×	3	=	0
0	×	4	=	0
0	×	5	=	0
0	×	6	=	0
0	×	7	=	0
0	×	8	=	0
0	×	9	=	0
0	×	10	=	0
0	×	11	=	0
0	×	12	=	0
0	×	13	=	0
0	×	14	=	0
0	×	15	=	0
0	×	16	=	0
0	×	17	=	0
0	×	18	=	0
0	×	19	=	0
0	×	20	=	0

Get More Math Tables

1 Times Table	2 Times Table	3 Times Table
4 Times Table	5 Times Table	6 Times Table
7 Times Table	8 Times Table	9 Times Table
10 Times Table	11 Times Table	12 Times Table
13 Times Table	14 Times Table	15 Times Table
16 Times Table	17 Times Table	18 Times Table
19 Times Table	20 Times Table	21 Times Table
22 Times Table	23 Times Table	24 Times Table
25 Times Table

Solved Examples on Zero Multiplication Table

1. What is 0 times seven plus 6?

Solution:

Expressing Given Statement in the form of a mathematical expression we have

= 0*7+6

= 6

Therefore, 0 times seven plus 6 is 6

2. What is 0 times 4 minus 2 plus 5?

Solution:

Expressing the given statement in the mathematical form we have

= 0*4-2+5

= 0-2+5

= 3

Therefore, 0 times 4 minus 2 plus 5 is 3.

3. What is the value of 0 times 8 plus nine minus 4?

Solution:

Expressing the given statement in the mathematical form we have

= 0*8+9-4

= 0+9-4

= 5

Memorizing the Math Tables 0 to 25 you can do quick computations and save a lot of time. It is advised for Students to by heart the Multiplication Tables to have a stronger foundation of basics right from an early age. Refer to the complete guide and learn the Tips & Tricks to Memorize the Multiplication Tables. Know why one should learn these Math Tables as a part of their learning.

Multiplication Tables for 0 to 25

Below is the list of Math Tabes for 0 to 25 to make your math calculations easier and faster. These Time Tables from 0 to 25 help your child to skillfully tackle complex problems too with ease. Remembering the Multiplication Tables not just brings out self-confidence in you but also keeps information prepared at your fingertips so that you can use it whenever required. On Mastering the 0 to 25 Multiplication Charts children can enhance their speed and accuracy.

Maths Tables 0 to 25
0 Times Table	1 Times Table
2 Times Table	3 Times Table
4 Times Table	5 Times Table
6 Times Table	7 Times Table
8 Times Table	9 Times Table
10 Times Table	11 Times Table
12 Times Table	13 Times Table
14 Times Table	15 Times Table
16 Times Table	17 Times Table
18 Times Table	19 Times Table
20 Times Table	21 Times Table
22 Times Table	23 Times Table
24 Times Table	25 Times Table

Importance of Math Tables or Multiplication Tables

Math Tables are the basic blocks of arithmetic calculations. Learning these Multiplication Tables can stimulate the memory power in kids and develop observation skills. Things learned at an early age can be retained for a long time. Refer to the below modules to know why one should learn Maths Tables and they are as such

• Multiplication Tables are quite important as they support in student’s mathematical learning.
• Students can get a strong grasp of facts associated with multiplication.
• Makes it easier to solve problems in Mathematics.
• The one who tends to be good at these Times Tables will be self-confident while learning new math concepts.

Tips to Memorize Multiplication Times Tables

Most of you might struggle to memorize the math tables. However, we have curated few effective tips that help you to learn the Math Times Tables easily. They are in the following fashion

• Practice Skip Counting i.e. if you start with a number 2 keep adding 2 every time you count. That is you would say 2, 4, 6, 8, 10, 12, 14…..
• Recite the multiplication tables in order at least once a day until you remember them. Also, learn reverse recitation of tables.
• If you have any difficulty in remembering you can always opt for writing and memorizing. Make it a habit in your daily routine and try to memorize once.
• Apply multiplication tables to real life and try to understand them using real-life scenarios.
• Identify the Multiplication Table Patterns so that you can remember them much faster.

Learn 2 to 9 Times Multiplication Tricks

FAQs on Maths Times Tables

1. What is the easiest way to memorize the multiplication tables?

One of the easiest ways to memorize the Math Tables is through addition. We know the number of times a number is multiplied with another number it is added to itself the same number of times repeatedly.

2. How to memorize Multiplication Times Table?

In order to memorize the Multiplication Times Table start reciting it verbally on a regular basis or write it down on paper. In fact, you can solve questions involving multiplication charts to retain them for a long time.

 3. How Can I Learn Tables Fast?

Start with the easiest ones and then work on them until you feel confident. Learn the Tips & Tricks to memorize the Math Tables easily. Recite them as many times as possible or write to remember them fast.

Students are advised to learn the Multiplication Table of 3 for quick calculations. 3 Times Table is the multiplication table of prime number 3 with other whole numbers. Table of 3 can be easily found using the repeated addition. Math Tables proves to be an excellent brain activity for kids right from an early age. Check How to Read and Write 3 Times Multiplication Chart, Tips to Remember the Three Table. Learn to solve problems involving Multiplication Table of 3 by referring to the complete article.

3 Times Multiplication Chart

Learning Table of 3 is quite essential to do your math calculations in a much faster way. Utilize the Table of 3 to understand and gain a deeper insight into the multiplication operation. For your idea, we have given the 3 Times Multiplication Table in image format. You can download and save it without paying us a single penny. Use this Table of 3 Chart for quick reference and try to recite it every day and memorize it easily.

How to Read Three Times Multiplication Table?

One time three is 3

Two times three is 6

Three times three is 9

Four times three is 12

Five times three is 15

Six times three is 18

Seven times three is 21

Eight times three is 24

Nine times three is 27

Ten times three is 30

Eleven times three is 33

Twelve times three is 36

How to write a Multiplication Table of 3? | Three Times Table upto 20

Learn how to write Table of 3 by checking out the below table. We have outlined the 3 Times Table up to 20 natural numbers so that you can get deeper knowledge on the multiplication which would be beneficial in the long run.

3	x	1	=	3
3	x	2	=	6
3	x	3	=	9
3	x	4	=	12
3	x	5	=	15
3	x	6	=	18
3	x	7	=	21
3	x	8	=	24
3	x	9	=	27
3	x	10	=	30
3	x	11	=	33
3	x	12	=	36
3	x	13	=	39
3	x	14	=	42
3	x	15	=	45
3	x	16	=	48
3	x	17	=	51
3	x	18	=	54
3	x	19	=	57
3	x	20	=	60

Why should you Learn the Multiplication Table of 3?

Go through the below lines to know the importance of the Three Table. They are along the lines

• Learning the Table of 3 is a necessary skill to solve problems on long division and multiplication.
• You can perform your metal math calculations right in your head and improve your problem-solving skills.
• By Learning the Multiplication Table of 3, you can understand the pattern of multiples.
• Ensures faster calculations and saves a lot of time.

Tips to Memorize 3 Times Table

Follow the below-listed tips & tricks to keep in mind to learn and memorize the Multiplication Table of 3. They are in the below fashion

• • • • Apparently, there are any rules that make the table of 3 easy to remember. However, there is a pattern for every 10 multiples of 3 i.e. 3, 6, 9, 12, 15, 18, 21, 24, 27, 30.
      • The last digit of these multiples will always repeat. You can remember these digits to memorize the multiples of 3 easily.
      • Another way to learn 3 up to 10 is through skip counting.

    

By referring to the above image you can understand that the units digit are nothing but counting numbers written three in one column in descending order from right to left. 0 is left outside the grid. Later, place the digit 0 before the units digit in row 1 and digit 1 in the second row and digit 2 in the third row. Also, place 3 before the digit 0 outside the grid. That’s it you have got the first ten multiples of 3.

Get More Math Tables:

0 Times Table	1 Times Table	2 Times Table
4 Times Table	5 Times Table	6 Times Table
7 Times Table	8 Times Table	9 Times Table
10 Times Table	11 Times Table	12 Times Table
13 Times Table	14 Times Table	15 Times Table
16 Times Table	17 Times Table	18 Times Table
19 Times Table	20 Times Table	21 Times Table
22 Times Table	23 Times Table	24 Times Table
25 Times Table

Solved Examples Involving 3 Times Table

1. Using 3 times table, evaluate 3 times 6 minus 3?

Solution:

From the given statement we can write the mathematical expression as follows

= 3*6-3

= 18-3

=15

Thus, 3 times 6 minus 3 is 15

2. Using the table of 3, Find the value of 3 plus 3 times 7 minus 5?

Solution:

First, let us write 3 plus 3 times 7 minus 5 mathematically

= 3+3*7-5

= 3+21-5

= 24-5

= 19

Hence, 3 plus 3 times 7 minus 5 is 19

3. Find the value of 4 plus 3 times 6?

Solution:

Let us write the given statement mathematically

= 4+3*6

= 4+18

= 22

Hence, 4 plus 3 times 6 is 22

4. Using the table of 3, find the value of 3 times 5 minus 3 times 2?

Solution:

Let us write the given statement mathematically

= 3*5-3*2

= 15-6

=9

Hence, 3 times 5 minus 3 times 2 is 9.

Maths is completely tips and tricks and Multiplication Table of Two is no more different. Learning Multiplication Chart of 2 is important as it makes mental maths easier. You can attempt complex problems too easily with confidence if you know the Table of Two. Learn the Tips & Tricks to Memorize the Multiplication Table of 2, How to Read and Write 2 Times Table. Also, Read Solved Examples Involving 2 Table for a better understanding of the concept.

Multiplication Table of 2

Here is the Multiplication Chart of Two in image format. Use it as a quick reference to make your mental math calculations much easier. Learning Table of 2 Promotes a better understanding of the multiplication operation. Knowing the basic math tables you can solve the maths problems in no time. You can save a lot of time in your competitive exams by learning the 2 Times Multiplication Table.

How to Read Table of Two?

One time two is 2

Two times two is 4

Three times two is 6

Four times two is 8

Five times two is 10

Six times two is 12

Seven times two is 14

Eight times two is 16

Nine times two is 18

Ten times two is 20

Eleven times two is 22

Twelve times two is 24

Multiplication Table of Two upto 20 | How to Write 2 Times Table?

Below is the Table of 2 up to 20 Natural Numbers. You can avail the Multiplication Table of Two here and use it whenever you need to perform quick calculations. Refer to the 2 Times Table over here to memorize it quickly and recite it on a regular basis so that you can retain it for a long time.

2	x	1	=	2
2	x	2	=	4
2	x	3	=	6
2	x	4	=	8
2	x	5	=	10
2	x	6	=	12
2	x	7	=	14
2	x	8	=	16
2	x	9	=	18
2	x	10	=	20
2	x	11	=	22
2	x	12	=	24
2	x	13	=	26
2	x	14	=	28
2	x	15	=	30
2	x	16	=	32
2	x	17	=	34
2	x	18	=	36
2	x	19	=	38
2	x	20	=	40

Get More Math Tables:

0 Times Table	1 Times Table	3 Times Table
4 Times Table	5 Times Table	6 Times Table
7 Times Table	8 Times Table	9 Times Table
10 Times Table	11 Times Table	12 Times Table
13 Times Table	14 Times Table	15 Times Table
16 Times Table	17 Times Table	18 Times Table
19 Times Table	20 Times Table	21 Times Table
22 Times Table	23 Times Table	24 Times Table
25 Times Table

How to Learn Multiplication Table of Two?

Table of 2 is quite basic and one of the easiest tables to learn and memorize. Let us learn how to obtain and memorize the multiplication table of 2 in the below sections. Basic things to observe in the Multiplication Table of Two are as such

• 2 Times Table follows the pattern 2, 4, 6, 8, 0 in the units place.
• It will always have even numbers
• It is simple as we can learn using skip counting i.e. 2, 4, 6, 8, 10, 12……

Tips to Memorize Two Times Table

Follow the tips & tricks to memorize the multiplication table of 2 by referring to the below modules. They are along the lines

• Two Times Table always follows the pattern of the even numbers i.e. 2, 4, 6, 8, 10, ….
• Another simple way to memorize the Table of Two is through addition.
• You can memorize the Two Table taking the help of the 1 Times Table. All you have to do is simply add the natural numbers to multiples of 1 to get the Two Table.
  • 1×1+1 = 2
  • 1×2+2 =4
  • 1×3+3 =6
  • 1×4+4 =8
  • 1×5+5=10
  • 1×6+6 =12
  • 1×7+7=14
  • 1×8+8=16
  • 1×9+9=18
  • 1×10+10=20 and so on.

Solved Examples Involving Multiplication Table of 2

1. If Reethu eats 2 chocolates per day, Using the table of 2 find how many chocolates will she have eaten at the end of the 5th day?

Solution:

Reetu eats a number of chocolates per day = 2

Number of Chocolates Reethu eats at the end of the 5th day = 2*5

= 10

Therefore, Reethu eats 10 chocolates at the end of the 5th day.

2. Using 2 times table, find 2 times 3 times 4 times 2?

Solution:

Expressing the given statement in the form of mathematical expression we have

= 2*3*4*2

= 48

Therefore, 2 times 3 times 4 times 2 is 48.

3. James wants to buy 6 Pencils. If the cost of one Pencil is $2, using the table of 2, find the cost of 6 Pencils?

Solution:

The Cost of one Pencil is $2

No. of Pencils James wants to buy = 6

Cost of 6 Pencils = $2*6

= $12

Therefore, the cost of 6 Pencils is $12.

Need instant homework help in calculating the Mass and Weight unit conversions? Don’t get stress as we have come up with a helpful article ie., Units of Mass and Weight Conversion Chart. We all know how conversions are important in calculating the unit of measurements in real-life things. So, to make you learn thoroughly about the Mass and Weight Unit Conversions, we have shared the conversion chart table below.

Take a look at the table and calculate all kinds of mass and weight conversion problems. Also, you can learn more about unit conversions such as length, capacity, time, etc. from our article ie., Math Conversion Chart. Moreover, you can also find some worked-out examples and faqs on the Units of Mass and Weight Conversion Table.

Conversion Chart for Units of Mass and Weight

Different Units of Mass and Weight Conversions are tabulated here that you can make use of the most while calculating the mass and weight unit conversions. Have a glance at the below-tabulated Units of Mass and Weight Conversion Chart and utilize them as per your requirements.

Unit Name	Relation to kilogram [kg]
assay ton [AT][long]	0.0326666666666667 [kg]
assay ton [AT][short]	0.0291666666666667 [kg]
atomic unit of mass	9.10938E-31 [kg]
bag [Portland cement, Canada]	39.689332375 [kg]
bag [Portland cement, US]	42.63768278 [kg]
bag coffe	60 [kg]
barge	2.041166E+4 [kg]
carat [kt]	2.591956E-4 [kg]
carat [metric]	2E-4 [kg]
cental	45.359237 [kg]
chalder	2692.52 [kg]
clove	3.62873896 [kg]
crith	8.9885E-5 [kg]
dram [dr][apothecary]	0.0038879346 [kg]
dram [dr][apothecary]	0.0017718451953125 [kg]
firkin	25.40117272 [kg]
flask	34.7 [kg]
gamma	1E-9 [kg]
geepound	14.5939 [kg]
grain [gr]	6.479891E-5 [kg]
gram [g]	0.001 [kg]
milligram [mg]	1E-6 [kg]
kilogram [kg]	1 [kg]
gros	0.0102 [kg]
hundredweight [long]	50.80234544 [kg]
hundredweight [short]	45.359237 [kg]
hyl [cgs]	9.80665 [kg]
international unit [ui]	1.515152E-9 [kg]
jin [China]	0.5 [kg]
kip [kip]	453.59237 [kg]
last [General]	1814.36948 [kg]
last [US]	1981.29147216 [kg]
liang [China]	0.05 [kg]
mark	0.2488278144 [kg]
metric ton	1000 [kg]
mic	1E-9 [kg]
millier	1000 [kg]
mite	3.239946E-6 [kg]
mite [metric]	5E-5 [kg]
myriagram [myrg]	10 [kg]
ounce [oz][apothecary]	0.0311034768 [kg]
ounce [oz av][avoirdupois]	0.028349523125 [kg]
ounce [oz][troy]	0.0311034768 [kg]
pennyweight [pwt]	0.00155517384 [kg]
point	2E-6 [kg]
pound [lb av][avoirdupois]	0.45359237 [kg]
pound [lb][metric]	0.5 [kg]
pound [lb t][troy]	0.3732417216 [kg]
quarter [informal]	254.0117272 [kg]
quarter [imperial]	12.70058636 [kg]
quartern	1.587573295 [kg]
quintal [q][metric]	100 [kg]
quintal [q]	45.36 [kg]
rebah	0.00408233133 [kg]
sack [Canada]	39.689332375 [kg]
sack [US]	42.63768278 [kg]
sack of flour	45.36 [kg]
scruple [s ap][apothecary]	0.0012959782 [kg]
sheet	6.479891E-4 [kg]
shekel	0.01632932532 [kg]
slinch	175.1268 [kg]
slug	14.5939 [kg]
stone [st]	6.35029318 [kg]
ton [t]	1000 [kg]
tonne [long]	1016.0469088 [kg]
tonne [metric]	1000 [kg]
tonne [short]	907.18474 [kg]
troy	0.3732417216 [kg]
truss	25.40117272 [kg]
wey	114.30527724 [kg]

Mass Metric Conversion Chart

Mass is used to measure the weight of an object. In the metric system of measurement, the most common units of mass are the gram and kilogram.

Metric		US or Imperial
1 milligram [mg]		0.0154 grain
1 gram [g]	1,000 mg	0.0353 oz
1 kilogram [kg]	1,000 g	2.2046 lb
1 tonne [t]	1,000 kg	1.1023 short ton
1 tonne [t]	1,000 kg	0.9842 long ton

Solved Examples on Mass and Weight Unit Conversions

1. Calculate the conversion of 650 g into kilograms.

Solution:

We know 1 Gram = \(\frac { 1 }{ 1000 } \) Kilogram

650 g = \(\frac { 650 }{ 1000 } \) kg

650 g = 0.65 kg

Hence, 650 g converted to kilograms if 0.65 kg.

2. Convert 87 decigram into grams.

Solution:

87 dg = \(\frac { 87 }{ 10 } \) g

= 8.7 g

3. Find the conversion of 6.9 kg into dag.

Solution:

6.9 kg = 6 kg + 900 g

We know, 1 dag = 10 g

So, 6900 g = \(\frac { 6900 }{ 10 } \) dg

= 690 dag

4. Convert 75 cg into dg.

Solution:

We know 1 dg = 10 cg

So, 75 cg = \(\frac { 6900 }{ 10 } \) dg

= 7.5 dg

Therefore, 75 cg converts into 7.5 dg

FAQs on Units of Mass and Weight Conversion Chart

1. What are the units of measurement for mass and weight?

In the International System of Units (SI), the basic unit of mass is the kilogram. The unit of measurement for weight is that of force, which in the International System of Units (SI) is the newton.

2. What is the weight of a 200g mass?

The Weight of a 100 G Mass has a magnitude (0.2 Kg)(9.8 M/s). Hence, the result is 2 N.

3. How do you calculate mass from weight?

In order to calculate the mass of an object using its weight, the formula is M = W ÷ G (where W is weight and G is Acceleration of Gravity).

In the earlier grades, you must have learned about the division of natural numbers and whole numbers. Fractions are expressed in ratios where numerator and denominator are integers and not equal to zero. Here, we have mentioned the Division of Fractions by using different methods along with examples. Fractions Division is a bit difficult so we have provided an easy and alternative method to perform Division of Fractions. Rather than doing division, you can perform multiplication as it is quite simple in comparison.

Refer to the procedures on how to divide fractions using different methods. For better understanding, we even provided solved examples for a better understanding of the concept.

What is meant by Dividing Fractions?

Dividing Fractions is simply a multiplication of fractions by reversing one of the two fractions or by writing the reciprocal of one of the fractions. If a fraction is given as a/b, then the reciprocal is b/a and is obtained by interchanging the numerator and denominator with each other.

How to Divide Fractions?

Division of Fractions are classified into three different ways and they are as such

• Dividing fractions by a fraction
• Dividing fractions by whole number
• Dividing fractions by mixed fraction

Continue reading the further modules to learn about all three procedures in a detailed way.

Dividing Fraction by a Fraction

Refer to the Procedure of dividing fractions by converting them into a multiplication of fractions. The procedure is as follows

• Write the Reciprocal of Second Fraction and then multiply with the first fraction number.
• Multiply the Numerators and Denominators of both the fractions.
• Simplify the fraction if possible.

If \(\frac { a }{ b } \), \(\frac { c }{ d } \) are two fractions then

\(\frac { a }{ b } \) ÷ \(\frac { c }{ d } \) = \(\frac { a }{ b } \)*\(\frac { d }{ c } \)

= \(\frac { (a×d) }{ (b×c) } \)

= \(\frac { (ad) }{ (bc) } \)

From the above expressions it is clear that we divided \(\frac { a }{ b } \) with \(\frac { c }{ d } \) and then rewrote the same as multiplication of reciprocal of second term i.e. \(\frac { c }{ d } \). Later multiply both the numerators a,d and denominators b,c.

Dividing Fraction by a Whole Number

Division of Fractions with the Whole Number is quite simple. Go through the procedure below to learn how to divide fractions with a whole number. They are along the lines

Step 1: In the first step, change the whole number to a fraction by placing the denominator value 1.

Step 2: Take the Reciprocal of a Number

Step 3: Multiply the fractional value with the given fraction.

Step 4: Simplify the obtained result if possible.

Example:

Divide 3/10 with 5?

Solution:

Given Whole Number is 5

Convert it to a fraction by placing the numerator value as it is  and the denominator as 1 i.e. \(\frac { 5 }{ 1 } \)

Take the reciprocal of it i.e. \(\frac { 1 }{ 5 } \)

Multiply \(\frac { 3 }{ 10 } \) and \(\frac { 1 }{ 5 } \) i.e. \(\frac { 3 }{ 10 } \) *\(\frac { 1 }{ 5 } \)

= \(\frac { 3 }{ 50 } \)

Dividing Fractions by a Mixed Fraction

Process of Dividing fractions by a mixed fraction is similar to dividing fraction by fraction. The Procedure to follow for fractions by a mixed fraction are given in the below modules. They are as such

Step 1: In the initial stage convert the given mixed fraction to improper fraction

Step 2: After that, take the reciprocal of the given improper fraction

Step 3: Multiply the obtained fraction with the given fraction

Step 4: Simplify the resultant fraction to possible extent.

Example:

Divide \(\frac { 3 }{ 4 } \) and 5 \(\frac { 1 }{ 2 } \)?

Solution:

Given Mixed Fraction is 5 \(\frac { 1 }{ 2 } \)

Convert it to Improper Fraction i.e. \(\frac { 11 }{ 2 } \)

Take the reciprocal of improper fraction \(\frac { 11 }{ 2 } \) i.e. \(\frac { 2 }{ 11 } \)

Multipy \(\frac { 3 }{ 4 } \) and \(\frac { 2 }{ 11 } \) i.e. \(\frac { (3*2) }{ (4*11) } \)

= \(\frac { 6 }{ 44 } \)

Simplifying it further we get \(\frac { 3 }{ 22 } \)

FAQs on Dividing Fractions

1. What are the basic arithmetic operations performed on Fractions?

The Basic Arithmetic Operations performed on Fractions are

• Addition
• Subtraction
• Multiplication
• Division

2. What is meant by dividing fractions?

Dividing a fraction by another fraction is the same as multiplying the fraction by the reciprocal (inverse) of the other.

3. What are the 3 Rules for Dividing Fractions?

The rules to keep in mind while dividing fractions are as follows

• Flip the divisor into a reciprocal.
• Change the division sign into a multiplication sign and multiply.
• Simplify if possible.

4. What are the different methods in Dividing Fractions?

Dividing Fractions are classified into three different methods and they are as follows

• Dividing fractions by a fraction
• Dividing fractions by whole number
• Dividing fractions by mixed fraction