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Table of 46: Complete Multiplication Table with PDF

Table of 46: Complete Multiplication Table with PDF

Q: 6. Is 46 a composite number, and why does that matter?

Yes, 46 is a composite number. A number is defined as composite if it has more than two factors (i.e., more than just 1 and itself). Since the factors of 46 are 1, 2, 23, and 46, it fits this definition. This is important because composite numbers can be broken down into smaller integer products (2 x 23), a key concept for understanding prime factorization and solving problems involving HCF and LCM.

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Table of 46: Complete Multiplication Table with PDF

The multiplication table of 46 which is popularly known as a table of 46 contains a list of numbers that are the result of the multiplication of 46 with other natural numbers (1 and above). For example, 46 times 2 is 92 and in terms of addition, it is 46 + 46 = 92.

Similarly, when we add 46 six times, the result will be 276. Also, in terms of multiplication, six times 46 or 2 times 46 can be represented as 46 ✕ 6 = 276 or 46 ✕ 2 = 92 respectively.

For a student, learning and memorising multiplication tables of 46 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 46, we have provided the PDF containing the multiplication table 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 46 at their fingertips and improve their efficiency at mathematical calculations. Remember the trick to master the multiplication table is repetition and practice.

What Should Every Student Know about the Multiplication Table of 46?

Do you know that if we add any number 46 times it will give us the multiplication table of 46? Interesting, right? So let us look at some examples and learn to memorise the multiplication table of 46 that is given below.

Example:

2 times 46 is 92 and in terms of addition, it is 46 + 46 = 92.
Similarly, when we add 3 forty-six times, the result will be 138, i.e. 46 + 46 + 46 +46 + 46 + 46 = 138.
Also, in terms of multiplication, 9 times 46 or 2 times 46 can be represented as 46 ✕ 9 = 414 or 46 ✕ 2 = 92, respectively.

Multiplication Table of 46 in Maths

Table Chart of 46 from 1 to 10

The table below shows the multiplication of 46 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.

46 x 1 = 46	46 x 6 = 276
46 x 2 = 92	46 x 7 = 322
46 x 3 = 138	46 x 8 = 368
46 x 4 = 184	46 x 9 = 414
46 x 5 = 230	46 x 10 = 460

Easy and Simple Tricks to Memorise the Table of 46

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 46 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 46.

To help you with your learning, we have provided a few easy and simple tricks for memorising the multiplication table of 46.

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 40 and 6. Then you can add all the values together and this will give you the table of 46. Isn’t that easy?

The table below shows how you can get the table of 46 using the multiplication table of 40 and 6.

Table of 40	Table of 6	Add	Table of 46
40 x 1 = 40	6 x 1 = 6	40 + 6 = 46	46 x 1 = 46
40 x 2 = 80	6 x 2 = 12	80 + 12 = 92	46 x 2 = 92
40 x 3 = 120	6 x 3 =18	120 + 18 = 138	46 x 3 = 138
40 x 4 = 160	6 x 4 = 24	160 + 24 = 184	46 x 4 = 184
40 x 5 = 200	6 x 5 = 30	200 + 30 = 230	46 x 5 = 230
40 x 6 = 240	6 x 6 = 36	240 + 36 = 276	46 x 6 = 276
40 x 7 = 280	6 x 7 = 42	280 + 42 = 322	46 x 7 = 322
40 x 8 = 320	6 x 8 = 48	320 + 48 = 368	46 x 8 = 368
40 x 9 = 360	6 x 9 = 54	360 + 54 = 414	46 x 9 = 414
40 x 10 = 400	6 x 10 = 60	400 + 60 = 460	46 x 10 = 460

How to Solve Questions Based on Table of 46?

In this section, we are going to solve a few questions based on the multiplication table of 46. These solved questions are provided in the form of word problems, multiple choice or numericals.

Word Problems on Table of 46 with Practice Questions

1. Annie reads 46 pages of a book in a day, how many pages of book does she read in a week?

Solution:

Number of pages read by Annie in a day = 46.

i.e. 1(day) × 46 (pages)= 46 (pages)

Total number of days in a week = 7.
Therefore, number of pages that Annie reads in a week = 46 (pages) x 7 (days) = 322 pages.

Therefore, we can say that 46 X 7 = 322.

Hence, Annie can read 322 pages of a book in a week.

2. Marier bakes 4 cakes every day. How many cakes will Marie be able to bake in 46 days?

Solution:

Numbers of cakes baked by Marie in a day = 4.

Therefore, the total number of cakes that can be baked by Marie in 46 days = 4 × 46 = 184 cakes.

Practice Questions

Question 1: If 1 packet contains 46 chocolates, how many chocolates will be there in 9 packets?

Question 2: Find the 3 digit numbers that are present in the table of 46 and are less than 300 but greater than 100.

Solved MCQs on Table 46 with Practice Questions

Question 1: What is 7 times 46?
a) 420
b) 322
c) 278
d) 312

Solution: (b)

7 times 46 is 46 x 7 = 322

Two Number Problems Using the Table of 46

1. Using the table of 46, find the value of 6 plus 46 times 9 minus 46 times 8.

Solution: First, let us find out the value of 46 times 9, i.e., 46 x 9 = 414.

Second, 6 plus 46 times 9 = 6 + 414 = 420

Now, 46 times 8 = 46 x 8 = 368.

Therefore, 6 plus 46 times 9 minus 46 times 8 = 420 - 368 = 52

Practice Question

Question: Daniel travels 15 km per day from his home to his office. How many kilometres does he travel from his home to the office in 46 days?

a) 500 km
b) 610 km
c) 690 km

d) 590 km

Table Chart of 46 from 11 to 20

To keep the multiple of 46 at your fingertips, it is useful if you can remember the table from 11 to 20 as well. Refer to the table given below, the same is provided in the PDF, which can be easily downloaded and printed.

46 x 11 = 506	46 x 16 = 736
46 x 12 = 552	46 x 17 = 782
46 x 13 = 598	46 x 18 = 828
46 x 14 = 644	46 x 19 = 874
46 x 15 = 690	46 x 20 = 920

For Parent/Teacher: How to read the table 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.

Forty-Six Ones are Forty-Six
Forty-Six Twos are Ninety-Two
Forty-Six Threes are One Hundred And Thirty-Eight
Forty-Six Fours are One Hundred And Eighty-Four
Forty-Six Fives are Two Hundred And Thirty
Forty-Six Sixes are Two Hundred And Seventy-Six
Forty-Six Sevens are Three Hundred And Twenty-Two
Forty-Six Eights are Three Hundred And Sixty-Eight
Forty-Six Nines are Four Hundred And Fourteen
Forty-Six Tens are Four Hundred And Sixty

We hope it was a fun activity for you and now you can easily learn the multiplication table of 46 using these simple tricks. Remember that the more you practice, the more you will be able to remember all the values of the table. You can also play various games with your friends which can involve the multiplication table of 46. This way you will be able to recollect all the values easily.

FAQs on Table of 46: Complete Multiplication Table with PDF

1. What is the multiplication table of 46?

The table of 46 represents the results of multiplying the number 46 by a series of whole numbers (1, 2, 3, and so on). Essentially, it's a form of repeated addition where 46 is added to itself multiple times. For example, 46 x 3 is equivalent to 46 + 46 + 46, which equals 138. This table is a fundamental tool for simplifying multiplication problems involving the number 46.

2. How can you easily write the table of 46?

A simple trick to write the table of 46 is to use repeated addition. You start with 46 and, to find the next multiple, you just add 46 to the previous result. For instance:

46 x 1 = 46
46 x 2 = 46 + 46 = 92
46 x 3 = 92 + 46 = 138
46 x 4 = 138 + 46 = 184

This method helps in generating the table quickly without needing to memorise every single value.

3. What are the first 10 multiples in the 46 times table?

The first ten multiples of 46 are the products obtained by multiplying 46 by the numbers 1 through 10. These are:

46, 92, 138, 184, 230, 276, 322, 368, 414, and 460.

Each of these numbers can be divided by 46 with no remainder.

4. Why is it important for students to learn how to create multiplication tables like the table of 46?

Learning to construct tables for numbers like 46 strengthens a student's foundational maths skills. It improves their understanding of core concepts such as multiplication principles, number patterns, and factors. This ability is a crucial building block for tackling more advanced topics in the CBSE syllabus, including long division, algebra, and finding the Least Common Multiple (LCM).

5. How are the factors of 46 related to its multiplication table?

The factors of 46 are the numbers that divide it completely, which are 1, 2, 23, and 46. This is significant because it tells you in which multiplication tables the number 46 will appear as an answer. For instance:

1 x 46 = 46
2 x 23 = 46

This shows that 46 is a multiple in the tables of 1, 2, 23, and 46, demonstrating the inverse relationship between multiplication and factors.

6. Is 46 a composite number, and why does that matter?

Yes, 46 is a composite number. A number is defined as composite if it has more than two factors (i.e., more than just 1 and itself). Since the factors of 46 are 1, 2, 23, and 46, it fits this definition. This is important because composite numbers can be broken down into smaller integer products (2 x 23), a key concept for understanding prime factorization and solving problems involving HCF and LCM.

7. How can the table of 46 be used to solve a practical problem?

The table of 46 is useful for solving real-world calculation problems efficiently. For example, if a batch of items contains 46 pieces and you need to calculate the total number of pieces in 8 batches, you would perform the calculation 46 x 8. By referring to the table, you can quickly find the answer, which is 368 pieces, avoiding a lengthy manual calculation.