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Table of 49 Multiplication Table with Step by Step Learning

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49 Times Table Chart Solved Examples and Easy Memorization Tips

Learning multiplication tables is very useful for kids as it helps to enhance their mental math abilities. Mostly these tables are covered in the curriculum of primary classes in school, where students learn the first 10 multiples of a natural number in its multiplication table. To provide you with an upper hand in mental math, here we will also cover the multiples of 49 from 11 to 20 apart from the first 10 multiples of 49. 


A Magic Trick to Find the Multiplication Table of 49

Memorising the multiples of 49 may seem to be a tedious task, but here’s a magic trick for you to find the multiplication table of 49 easily. Have you ever thought about how multiplication works? Well, when we multiply a number ‘A’ by n, we simply add the number to itself n times. This is the thumb rule for every multiplication, and that’s how we find multiples of a particular number and write its multiplication table. 


Likewise, to find the multiples in the 49 multiplication table, we will add the number 49 to itself for the desired number of times. 


Example: To find 49 x 3, we will calculate 49+49+49=147, that is, 49 x 3= 147.

Table Chart of 49 from 1 to 10

49 x 1 = 49

49 x 6 = 294

49 x 2 = 98

49 x 7 = 343

49 x 3 = 147

49 x 8 = 392

49 x 4 = 196

49 x 9 = 441

49 x 5 = 245

49 x 10 = 490


Tips to Memorise the Multiplication Table of 49

A couple of lesser known tips to memorize the multiplication table of 49 are discussed below. You can implement these tips in your daily study routine to learn and memorize the 49 tables and apply them wherever required in solving math problems or working on your mental math abilities.

  • It is always a good habit to read out the multiplication tables loudly while you attempt to learn tables, memorizing the multiples. So, sit with the table of 49 and read out each multiple loudly. This is one of the best practices as your mind will be all focussed on what you hear when you read out the table and it registers the information easily. Also, it is a tried and tested method so try memorizing and recalling the table of 49 by this method.

  • Practice writing down the table of 49 right after you learn it. If all the 20 multiples seem to make it too long to learn at one go, learn the first 10 multiples at one time and the next 10 multiples after sometime. The more you practice writing down the 49 table, the longer you will be able to retain it in your memory.

  • Another easy way to memorize the table of 49 is skip counting. This method employs adding 49 to itself and its multiples mentally. For example, you are supposed to find 49 x 11. Take an easy-to-remember multiple like 49 x 10 = 490, and add 49 to it, that is, 490 + 49 = 539.


Solved Questions with the Application of Table of 49

Now let us go through some math problems and their solutions that have an application of the multiplication table of 49. You will need to identify from the given information, where and how using the multiples from the table of 49 is applicable to solve the sums given below.


Simplify:

a. (49 x 3) + 12/2

Solution: 

(49 x 3) + 12/2

= 147 + 12/2

= 147 + 6

= 153

Ans. 153


B. (49 x 5) - 10

Solution: 

(49 x 5) - 10

= 245 - 10

= 235

Ans. 235


Word Problems on Multiplication Table of 49

1. A shopkeeper sells cloth bags at 49 rupees a pair. Rohini plans to buy 5 cloth bags. What amount of money will she have to pay?

Solution: 

The price of 2 cloth bags = Rs. 49

The price of 1 of cloth bag = Rs. ( \[\frac{49}{2}\] )

The price of 5 cloth bags = Rs. ( \[\frac{49}{2}\] x 5)

                                = Rs. (24.5 x 5)

                                = Rs. 122. 50

Ans. Rohini will have to pay Rs. 122.50 to buy 5 cloth bags.


2. Mohan has 49 classmates. On his birthday, he buys a small chocolate bar for each of his classmates. 1 small chocolate bar costs Rs. 15. How much did he spend to buy chocolate bars for all his classmates?

Solution: 

The cost of 1 chocolate bar = Rs. 15

The cost of 49 chocolate bars = Rs. (49 x 15)

                                         = Rs. 735

Ans. Mohan spent Rs. 735 to buy chocolate bars for all his classmates.


3. If Mike buys a notebook for Rs. 49, then how much does he have to pay to buy 11 notebooks? Select the correct answer from the given options.

  1. Rs. 635

  2. Rs. 494

  3. Rs. 1190

  4. Rs. 539

Solution: 

Cost of 1 notebook = Rs. 49

Cost of 11 notebooks = Cost of 10 notebooks + Cost of 1 notebook

                           = Rs. (490 + 49)           

                                       = Rs. 539

(To find the product of any number multiplied by 10, we have to place a zero to the right of the number.)

Ans. Mike has to pay Rs. 539 to buy 11 notebooks.


Practice Questions:

1. It takes Alice 49 minutes to travel from town A to town B by a bus moving at a speed of 50 km/hr. Calculate the distance between the two towns. Given: Distance = Speed x Time, 1

Ans: 40. 83 kms


2. Amit sells a fruit box for Rs. 49. He sold 7 fruit boxes before he went for lunch and 6 fruit boxes after he came back from lunch. What is his total income for the day? 

Ans: Rs. 637


Table Chart of 49 from 11 to 20

Now that you are well acquainted with the multiples of 49 from 1 to 10, let us learn the next 10 multiples of 49, that is, the multiples of 49 from 11 to 20. Refer to the image given below to learn the table of 49 from 11 to 20.

49 x 11 = 539

49 x 16 = 784

49 x 12 = 588

49 x 17 = 833

49 x 13 = 637

49 x 18 = 882

49 x 14 = 686

49 x 19 = 931

49 x 15 = 735

49 x 20 = 980


For Parents and Teachers: How to Read out the Table of 49 to Your Kids?

Kids are more likely to memorize any multiplication table when it is read out loud to them. As so many numbers may leave them confused so parents and teachers are suggested to read the multiplication table of 49 to their kids to grow their interest, at the beginning. When kids are confident and comfortable to read the table, they will be able to memorize the table of 49 while reading it aloud. Parents and teachers can read out the multiplication table of 49 to kids in the following manner.

  • Forty-nine ones are forty-nine

  • Forty-nine twos are ninety-eight

  • Forty-nine threes are one hundred and forty-seven

  • Forty-nine fours are one hundred and ninety-six

  • Forty-nine fives are two hundred and forty-five

  • Forty-nine sixes are two hundred and ninety-four

  • Forty-nine sevens are three hundred and forty-three

  • Forty-nine eighths are three hundred and ninety-two

  • Forty-nine nines are four hundred and forty-one

  • Forty-nine tens are four hundred and ninety


Conclusion

Though learning the 49 multiplication table takes time, kids should practice reading and writing down the table of 49 regularly to memorize it. Also, the more they practice sums that require them to calculate the multiples of 49, the more they will tend to learn and recall the multiplication table of 49 at the required time. So, they should keep practising the table of 49 and identifying its application in math problems and real-life situations every now and then, to have it at their fingertips.

FAQs on Table of 49 Multiplication Table with Step by Step Learning

1. What is the table of 49?

The table of 49 is the multiplication table that shows the products of 49 multiplied by whole numbers. It lists multiples of 49 in order and helps in quick calculations.

  • 49 × 1 = 49
  • 49 × 2 = 98
  • 49 × 3 = 147
  • 49 × 4 = 196
  • 49 × 5 = 245
  • 49 × 10 = 490
This table is commonly used in arithmetic, mental maths, and problem-solving.

2. How do you calculate the table of 49 easily?

You can calculate the table of 49 easily by using the identity 49 = 50 − 1. Multiply the number by 50 and subtract the number once.

  • Example: 49 × 6
  • Step 1: 50 × 6 = 300
  • Step 2: 300 − 6 = 294
This method makes multiplication faster and improves mental calculation skills.

3. What are the first 10 multiples of 49?

The first 10 multiples of 49 are obtained by multiplying 49 by numbers from 1 to 10.

  • 49, 98, 147, 196, 245
  • 294, 343, 392, 441, 490
These values form the basic multiplication table of 49.

4. Is 49 a prime number?

No, 49 is not a prime number because it has more than two factors. Since 49 = 7 × 7, its factors are 1, 7, and 49. A prime number has exactly two factors: 1 and itself, so 49 is a composite number.

5. What is 49 times 12?

The value of 49 × 12 is 588. You can calculate it step by step:

  • 49 × 10 = 490
  • 49 × 2 = 98
  • Add: 490 + 98 = 588
This method uses the distributive property of multiplication.

6. How can I memorize the table of 49 fast?

You can memorize the 49 times table quickly by understanding patterns and practicing regularly.

  • Use the trick: 49 = 50 − 1
  • Break multiplication into tens and ones
  • Practice skip counting by 49
  • Revise daily using flashcards or writing practice
Consistent repetition improves speed and accuracy in recalling multiples of 49.

7. What is the pattern in the table of 49?

The pattern in the table of 49 shows that each product increases by 49 from the previous one. For example:

  • 49 × 3 = 147
  • 49 × 4 = 196
  • Difference = 49
This constant difference pattern helps in identifying and extending the multiplication table easily.

8. What is 49 multiplied by 25?

The value of 49 × 25 is 1225. Use the shortcut method:

  • 50 × 25 = 1250
  • Subtract 25 → 1250 − 25 = 1225
This method works because 49 = 50 − 1 and simplifies large multiplications.

9. How is the table of 49 useful in real life?

The table of 49 is useful for quick calculations in daily maths, business maths, and exam problem-solving. It helps in:

  • Finding total cost (e.g., 49 items × price)
  • Area calculations when multiplying numbers
  • Solving algebraic expressions
  • Competitive exam mental maths
Knowing multiplication tables improves calculation speed and accuracy.

10. What is the square of 49?

The square of 49 is 2401. Since 49 × 49 = (50 − 1) × (50 − 1), we calculate:

  • 50 × 50 = 2500
  • Subtract 50 + 50 = 100
  • Add 1 → 2500 − 100 + 1 = 2401
This uses the identity (a − b)² = a² − 2ab + b².