Courses

Courses for Kids

Free study material

Store

Talk to our experts

1800-120-456-456

Maths

Multiplication Table of 99 with Pattern and Examples

Multiplication Table of 99 with Pattern and Examples

Q: 1. What is the table of 99?

The table of 99 is the multiplication table that shows the products of 99 with natural numbers like 1, 2, 3, and so on. It helps students quickly calculate multiples of 99. 99 × 1 = 99 99 × 2 = 198 99 × 3 = 297 99 × 4 = 396 99 × 5 = 495 The pattern continues by adding 99 each time.

Q: 2. How do you calculate 99 times any number easily?

To calculate 99 × n easily, multiply the number by 100 and then subtract the number once. This method uses the identity 99 = 100 − 1. Step 1: Multiply the number by 100. Step 2: Subtract the original number. Example: 99 × 7 = (100 × 7) − 7 = 700 − 7 = 693.

Q: 3. What is the trick to learn the 99 multiplication table?

The easiest trick to learn the 99 times table is using the formula 99 × n = 100n − n. This reduces multiplication to simple subtraction. 99 × 12 = 1200 − 12 = 1188 99 × 25 = 2500 − 25 = 2475 This trick makes mental maths faster and improves calculation speed.

Q: 6. Is there a formula for the table of 99?

Yes, the formula for the table of 99 is 99 × n = 100n − n. This algebraic expression simplifies calculations. Let n = 15 99 × 15 = 1500 − 15 = 1485 This formula works for all whole numbers.

Q: 7. How do you write the table of 99 up to 20?

To write the 99 table up to 20, multiply 99 by numbers from 1 to 20. 99 × 11 = 1089 99 × 12 = 1188 99 × 15 = 1485 99 × 20 = 1980 Continue using the pattern 100n − n for quick results.

Q: 8. What is 99 times 99?

The value of 99 × 99 is 9801. This can be calculated using the identity (100 − 1)². (100 − 1)² = 100² − 2×100×1 + 1² = 10000 − 200 + 1 = 9801 This method uses the algebraic identity (a − b)².

Q: 9. How is the table of 99 useful in mental maths?

The table of 99 is useful in mental maths because it converts multiplication into subtraction from 100. This makes large calculations faster. 99 × 48 = 4800 − 48 = 4752 99 × 73 = 7300 − 73 = 7227 This strategy improves speed and accuracy in competitive exams and daily calculations.

Q: 10. What are common mistakes when learning the 99 times table?

A common mistake in the 99 times table is forgetting to subtract the number after multiplying by 100. Students may incorrectly treat it as 100 × n only. Incorrect: 99 × 8 = 800 Correct: 99 × 8 = 800 − 8 = 792 Always remember the key rule: multiply by 100, then subtract the original number.

Latest Updates

Book Free Demo :

1 Teacher, 1 Student, 100% Attention (Classes start from ₹800 per hour)

How to Learn and Use the Table of 99 with Solved Examples

The multiplication table of 99 is the 99 times table where we get the product either by multiplying 99 by the whole number or repeatedly adding 99 to itself. For example, the value of 99 times 3 can be obtained by multiplying 99 by the whole number 3 ( 99 × 3 = 297) or by adding 99 to itself 3 times (99 + 99 + 99 = 297). Hence, we get the same value using both methods. Here, we have provided 99 times tables from 1 to 20 in the pdf format. Students can download the pdf provided to memorise the table of 99.

Key Facts about 99 and Multiplication Table of 99

The outcomes of the 99 times table are determined by multiplying the 99 by natural numbers such as 1, 2, 3, 4, 5, 6, 7, 8, 9,10, and so on.
The 99 times table is a process of repetitive addition.
The digit 99 is the largest 2-digit natural number.
The sum of the cubes of three consecutive integers, i.e., 2, 3, and 4, is equal to 99.

Table Chart of 99 from 1 to 10

99 × 1 = 99	99 × 6 = 594
99 × 2 = 198	99 × 7 = 693
99 × 3 = 297	99 × 8 = 792
99 × 4 = 396	99 × 9 = 891
99 × 5 = 495	99 × 10 = 990

Tips and Tricks to Memorise the Table of 99

Using the skip counting method is the best way to memorise the table of 99. Skip counting is the method of counting the numbers by adding the same number every time to the previous number. For example, in skip counting of 99, we get 99, 198, 297, and so on by adding 99 each time to the previous resultant value (99, 99 + 99 = 198, 198 + 99 = 297, and so on).
The second way to memorise the table of 99 is to read the table loudly. You should read the table at least for 5 minutes twice a day until you can tell the numbers without looking at the table.
The third way to memorise the table of 99 easily is to understand the pattern the table follows.

If you observe the table chart of 99 from 1 to 10 given above, you will notice that the units digits of the multiples of 99 are decreasing from 9 to 0. The tens digits of the multiples of the 99 times table remain the same, i.e., 9. The hundreds digits of the multiples of the 99 times table are increasing from 1 to 9.

Learning the table of 99 with these tips and tricks helps you to keep the multiples of the table of 99 at your fingertips.

Solved Examples Based on 99 Times Tables

Here, we will be solving a few questions based on the multiplication table of 99. These solved questions are provided in the form of word problems, multiple-choice, or numerical to help you be more clear with the concept.

Word Problems Based on the Table of 99

1. A box of candies contains 99 candies. Find the total number of candies in 3 boxes?

Solutions:

Total number of candies in one box = 99

To find the total number of candies in 3 boxes, we will multiply 99 by 3, i.e., 99 × 3 = 297.

Hence, the total number of candies packed in 3 boxes is 297.

2. I bought 2 packs of pens. Each pack contains 99 pens. Find the total number of pens I have with me presently.

Solutions:

Number of pens packet I bought = 2

Number of pens in one packet = 99

To find the number of pens in two packets, we will multiply 99 by 2, i.e., 99 × 2 = 198.

Therefore, the total number of pens available in 2 packets is 198.

Practice Questions: Do It by Yourself

1. Calculate the value of 99 times 5 minus 17 plus 10.

Ans: 488

2. Tony is reading 5 pages in a day. How many pages will he be able to read in 99 days?

Ans: 495

MCQs on Table of 99 with Practice Questions

1. What is the value of 99 times 18?

1782
1783
1784
1785

Ans: a

Solution: ( 99 18 = 1782)

Practice Questions

1. Mona runs 9 miles in a day. How many miles will she run in 99 days?

Ans: d

How to Read the Table of 99?

To memorise the table of 99 in a short time, children are suggested to read the table loudly and repeatedly minimum 5 minutes in the following way:

Ninety-nine times one is equal to ninety-nine
Ninety-nine times two is equal to one hundred and ninety-eight
Ninety-nine times three is equal to two hundred and ninety-seven
Ninety-nine times four is equal to three hundred and ninety-six
Ninety-nine times five is equal to four hundred and ninety-five
Ninety-nine times six is equal to five hundred and ninety-four
Ninety-nine times seven is equal to six hundred and ninety-three
Ninety-nine times eight is equal to seven hundred and ninety-two
Ninety-nine times nine is equal to eight hundred and ninety-one
Ninety-nine times ten is equal to nine hundred and ninety

Table Chart of 99 from 11 to 20

To help children to solve long and complex multiplication tables based on a table of 99, we have also provided a table chart of 99 from 11 to 20. Look at the image below to learn the table of 99 till 20, and the same can also be downloaded in the pdf format.

99 × 11 = 1089	99 × 16 = 1584
99 × 12 = 1188	99 × 17 = 1683
99 × 13 = 1287	99 × 18 = 1782
99 × 14 = 1386	99 × 19 = 1881
99 × 15 = 1485	99 × 20 = 1980

Conclusion

Memorising the table of 99 helps the children to solve many mathematical calculations easily which boosts their confidence to attempt academic and other competitive Mathematics exams. Once a child starts learning table 99 or any other, it enhances their interest in Mathematics which stimulates them to become a young mathematician or scientist.

FAQs on Multiplication Table of 99 with Pattern and Examples

1. What is the table of 99?

The table of 99 is the multiplication table that shows the products of 99 with natural numbers like 1, 2, 3, and so on. It helps students quickly calculate multiples of 99.

99 × 1 = 99
99 × 2 = 198
99 × 3 = 297
99 × 4 = 396
99 × 5 = 495

The pattern continues by adding 99 each time.

2. How do you calculate 99 times any number easily?

To calculate 99 × n easily, multiply the number by 100 and then subtract the number once. This method uses the identity 99 = 100 − 1.

Step 1: Multiply the number by 100.
Step 2: Subtract the original number.

Example: 99 × 7 = (100 × 7) − 7 = 700 − 7 = 693.

3. What is the trick to learn the 99 multiplication table?

The easiest trick to learn the 99 times table is using the formula 99 × n = 100n − n. This reduces multiplication to simple subtraction.

99 × 12 = 1200 − 12 = 1188
99 × 25 = 2500 − 25 = 2475

This trick makes mental maths faster and improves calculation speed.

4. What are the first 10 multiples in the table of 99?

The first 10 multiples of 99 are the results of multiplying 99 by numbers from 1 to 10.

99 × 1 = 99
99 × 2 = 198
99 × 3 = 297
99 × 4 = 396
99 × 5 = 495
99 × 6 = 594
99 × 7 = 693
99 × 8 = 792
99 × 9 = 891
99 × 10 = 990

Each multiple increases by 99.

5. Why does multiplying by 99 give a pattern in digits?

Multiplying by 99 creates a digit pattern because 99 is one less than 100, causing predictable subtraction from multiples of 100.

99 × 3 = 300 − 3 = 297
99 × 6 = 600 − 6 = 594

The hundreds digit increases while the last two digits decrease in a complementary pattern.

6. Is there a formula for the table of 99?

Yes, the formula for the table of 99 is 99 × n = 100n − n. This algebraic expression simplifies calculations.

Let n = 15
99 × 15 = 1500 − 15 = 1485

This formula works for all whole numbers.

7. How do you write the table of 99 up to 20?

To write the 99 table up to 20, multiply 99 by numbers from 1 to 20.

99 × 11 = 1089
99 × 12 = 1188
99 × 15 = 1485
99 × 20 = 1980

Continue using the pattern 100n − n for quick results.

8. What is 99 times 99?

The value of 99 × 99 is 9801. This can be calculated using the identity (100 − 1)².

(100 − 1)² = 100² − 2×100×1 + 1²
= 10000 − 200 + 1
= 9801

This method uses the algebraic identity (a − b)².

9. How is the table of 99 useful in mental maths?

The table of 99 is useful in mental maths because it converts multiplication into subtraction from 100. This makes large calculations faster.

99 × 48 = 4800 − 48 = 4752
99 × 73 = 7300 − 73 = 7227

This strategy improves speed and accuracy in competitive exams and daily calculations.

10. What are common mistakes when learning the 99 times table?

A common mistake in the 99 times table is forgetting to subtract the number after multiplying by 100. Students may incorrectly treat it as 100 × n only.

Incorrect: 99 × 8 = 800
Correct: 99 × 8 = 800 − 8 = 792

Always remember the key rule: multiply by 100, then subtract the original number.