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Table of 63 – Learn and Memorize the Multiplication Table Easily

Table of 63 – Learn and Memorize the Multiplication Table Easily

Q: 1. How is the multiplication table of 63 structured?

The multiplication table of 63, often called the 63 times table, is a sequential list of products from multiplying 63 by whole numbers (1, 2, 3, etc.). Each result in the table is a multiple of 63. The table is based on the principle of repeated addition, where you add 63 to the previous answer to get the next one. For instance, 63 x 1 = 63, and for the next multiple, you calculate 63 + 63 = 126, which is 63 x 2.

Q: 4. How can you use the concept of multiplication to find the factors of 63?

Understanding multiplication tables helps you identify the factors of 63, which are numbers that divide 63 without leaving a remainder. By thinking about which tables contain 63 as a product, you can find its factors. For example:From the 7 times table, you know 7 × 9 = 63. Therefore, 7 and 9 are factors.From the 3 times table, you find that 3 × 21 = 63. Therefore, 3 and 21 are factors.Of course, 1 and 63 are also always factors of 63. So, the complete list of factors is 1, 3, 7, 9, 21, and 63.

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Table of 63 – Learn and Memorize the Multiplication Table Easily

When it comes to multiplication, we often tend to memorise the tables till the number 20. Tables of higher numbers such as 45, 51, or even 63 can be difficult to memorise. But do you know there is an easy and fun way to remember this multiplication table? Yes, we will be teaching you some fun tricks to remember the table of 63. You can go through the table thoroughly and read it out loud to memorise the values easily.

The Multiplication Table of 63 which is popularly known as Table of 63 contains a list of numbers that are the result of the multiplication of 63 with other Natural numbers (1 and above). For example, 63 times 3 is 189 and in terms of addition, it is 63 + 63 +63 = 189.

Similarly, when we add 63 five times, the result will be 315. Also, in terms of multiplication, five times 63 or three times 63 can be represented as 63 x 5 = 315 or 63 x 3 = 189, respectively. So, wasn’t that easy?

Now, let us learn the easy tricks and then you will be able to memorise the complete table of 63 by using these simple methods.

Important Points to Know about the Multiplication Table of 63

Do you know that if we add the number 63 ‘n’ number of times, it will give us the multiplication table of 63? For example, if we add 63 two times, it will give us 126 or 63 x 2 = 126. Interesting, right? So let us look at some examples and learn to memorise the multiplication table of 63 that is given below.

Example:

4 times 63 is 252 and in terms of addition, it is 63 + 63 + 63 + 63 = 252.
Similarly, when we add sixty-three 6 times, the result will be 378, i.e., 63 + 63 + 63 + 63 + 63 + 63 = 378.
Also in terms of multiplication, 9 times 63 or 2 times 63 can be represented as 63 x 9 = 567 or 63 x 2 = 126, respectively.

Table Chart of 63 from 1 to 10

The table below shows the multiplication of 63 from 1 to 10. Memorising this table will help you to solve several numerical problems in Mathematics. So go through the entire table several times and read it out loud.

63 x 1 = 63	63 x 6 = 378
63 x 2 = 126	63 x 7 = 441
63 x 3 = 189	63 x 8 = 504
63 x 4 = 252	63 x 9 = 567
63 x 5 = 315	63 x 10 = 630

Easy and Simple Tricks to Memorise the Table of 63

Generally, we are taught the multiplication table till the number 20. But as we go to higher classes, we must know the multiplication table of the numbers that are above 20. Remembering the table of 63 can be difficult due to the large numbers but it will be very easy once we learn the tricks and tips to memorise the table of 63.

To help you with your learning, we have provided a few easy and simple tricks for memorising the multiplication table of 63.

One of the simplest ways to memorise a table is to read it out loud. It will help you to create a picture of the entire table in your mind verbally.
Now it can be possible for you to get stuck with the multiplication table sometimes. In that case, you can easily remember the multiplication table of 60 and 3. Then you can add all the values together and this will give you the table of 63. Isn’t that easy?

The table below shows how you can get the table of 63 using the multiplication table of 60 and 3.

Table of 60	Table of 3	Add	Table of 63
60 x 1 = 60	3 x 1 = 3	60 + 3 = 63	63 x 1 = 63
60 x 2 = 120	3 x 2 = 6	120 + 6 = 126	63 x 2 = 126
60 x 3 = 180	3 x 3 = 9	180 + 9 = 189	63 x 3 = 189
60 x 4 = 240	3 x 4 = 12	240 + 12 = 252	63 x 4 = 252
60 x 5 = 300	3 x 5 = 15	300 + 15 = 315	63 x 5 = 315
60 x 6 = 360	3 x 6 = 18	360 + 18 = 378	63 x 6 = 378
60 x 7 = 420	3 x 7 = 21	420 + 21 = 441	63 x 7 = 441
60 x 8 = 480	3 x 8 = 24	480 + 24 = 504	63 x 8 = 504
60 x 9 = 540	3 x 9 = 27	540 + 27 = 567	63 x 9 = 567
60 x 10 = 600	3 x 10 = 30	600 + 30 = 630	63 x 10 = 630

How to Solve Questions Based on Table of 63?

In this section, we are going to solve a few questions based on the multiplication table of 63. These solved questions are provided in the form of word problems, multiple-choice, or numerical.

Word Problems Based on the Table of 63 with Practice Questions

1. A fruit seller sells 15 kgs of apples every day. How many kgs of apples will he be able to sell in 63 days?

Solution:

Total amount of apples sold by the fruit seller every day = 15 kgs

i.e., 1(day) × 15 (kgs)= 15 (kgs)

Therefore, total amount of apples that the fruit seller will sell in 63 days

= 63 (days) x 15 (kgs)

= 945 kgs

2. John runs 3 kilometres every day. How many kilometres will John be able to run in 63 days?

Solution:

Total distance run by John in a day = 3km.

Therefore, the total distance John can cover in 63 days = 3 × 63 km

= 189 kilometres.

Practice Questions

Question 1: If a boy reads 14 pages of a book every day, how many pages can be read by him in 63 days.

Answer: 882

Question 2: Find the 3 digit numbers, which are present in the table of 63 and are less than 300 but greater than 100.

Answer: 126, 189, 252

Solved MCQs on Table 63 with Practice Questions

Question 1: What is 7 times 63?

Solution: (b)

7 times 63 is 63 x 7 = 441

Practice Question

Question: A man travels 14 km per day from his home to his workplace. How many kilometres will the man travel in 63 days?

1082km
945 km
882 km
890 km

Answer: c

Number Problems Using the Table of 63

1. Using the table of 63, find the value of 8 plus 63 times 5 plus 63 times 9.

Solution: First, let us find out the value of 63 times 5, i.e., 63 x 5 = 315.

Second, 8 plus 63 times 5 = 8 + 315 = 323

Now, 63 times 9 = 63 x 9 = 567

Therefore, 8 plus 63 times 5 plus 63 times 9 = 323 + 567 = 898

Practice Question

1. Find out the value of 63 times 5 minus 8 plus 63 times 2.

Answer: 433

Table Chart of 63 from 11 to 20

To keep the multiple of 63 on your tips, it is useful if you can remember the table from 11 to 20 as well. Refer to the image given below, the same is provided in the PDF, which can be easily downloaded and printed.

63 x 11 = 693	63 x 16 = 1008
63 x 12 = 756	63 x 17 = 1071
63 x 13 = 819	63 x 18 = 1134
63 x 14 = 882	63 x 19 = 1197
63 x 15 = 945	63 x 20 = 1260

For Parent/Teacher: How to Read the Table of 63 to Your Kid?

A kid can easily remember his/her name due to repetition or occurrence of the name multiple times throughout the day. Similarly, there is a way the table should be read to your kid. It can become a new rhyme/song that you repeat in the morning or play on your devices.

Read the table in front of your kid and ask them to repeat after you.

Sixty-three ones are sixty-three
Sixty-three twos are one hundred and twenty-six
Sixty-three threes are one hundred and eighty-nine
Sixty-three fours are two hundred and fifty-two
Sixty-three fives are three hundred and fifteen
Sixty-three sixes are three hundred and seventy-eight
Sixty-three sevens are four hundred and forty-one
Sixty-three eights are five hundred and four
Sixty-three nines are five hundred and sixty-seven
Sixty-three tens are six hundred and thirty

For a student, learning and memorising multiplication tables of 63 at an early age will help in solving problems of division, fraction, algebraic equations, and multiplication of large numbers with speed and accuracy. Considering the importance of the table of 63, we have provided the PDF containing the Multiplication Table of 63 up to 20.

To access the PDF, students can click on 'Download PDF' and use it whenever they need it. This will certainly help students in keeping the table of 63 at their fingertips and improve their efficiency at mathematical calculations. Remember the trick to master the multiplication table is repetition and practice.

FAQs on Table of 63 – Learn and Memorize the Multiplication Table Easily

1. How is the multiplication table of 63 structured?

The multiplication table of 63, often called the 63 times table, is a sequential list of products from multiplying 63 by whole numbers (1, 2, 3, etc.). Each result in the table is a multiple of 63. The table is based on the principle of repeated addition, where you add 63 to the previous answer to get the next one. For instance, 63 x 1 = 63, and for the next multiple, you calculate 63 + 63 = 126, which is 63 x 2.

2. What is a simple trick to learn the 63 times table easily?

An easy method to learn the table of 63 is to break it down using the tables of 60 and 3. Since 63 is equal to 60 + 3, you can find any multiple of 63 by adding the corresponding multiples of 60 and 3. For example, to calculate 63 x 5:

First, find 60 x 5 = 300.
Next, find 3 x 5 = 15.
Finally, add the two results: 300 + 15 = 315.

This technique turns a complex multiplication into two simpler steps.

3. What are the first 10 multiples in the 63 times table?

The first 10 multiples of 63 are the results of multiplying 63 by the numbers from 1 to 10. These are the core values of the 63 times table:

63 × 1 = 63
63 × 2 = 126
63 × 3 = 189
63 × 4 = 252
63 × 5 = 315
63 × 6 = 378
63 × 7 = 441
63 × 8 = 504
63 × 9 = 567
63 × 10 = 630

4. How can you use the concept of multiplication to find the factors of 63?

Understanding multiplication tables helps you identify the factors of 63, which are numbers that divide 63 without leaving a remainder. By thinking about which tables contain 63 as a product, you can find its factors. For example:

From the 7 times table, you know 7 × 9 = 63. Therefore, 7 and 9 are factors.
From the 3 times table, you find that 3 × 21 = 63. Therefore, 3 and 21 are factors.

Of course, 1 and 63 are also always factors of 63. So, the complete list of factors is 1, 3, 7, 9, 21, and 63.

5. Where could the multiplication table of 63 be used in a real-world example?

The 63 times table can be applied in practical situations involving planning or logistics. For instance, if an auditorium has 63 seats in each row, and you need to find the total capacity for 12 rows, you would use the table to calculate 63 × 12 = 756 seats. Another example is calculating costs: if a specific item costs ₹63, the table helps you quickly find the total cost for multiple items, such as 5 items costing 63 x 5 = ₹315.