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Last updated on October 15, 2025

Numbers up to 8-Digits

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A number with up to 8 digits, where the first digit must be any number between 1 and 9, is known as an 8-digit number. The 8th place value of a number is called ‘Crore’ in the Indian number system and ‘Ten Million’ in the International place value system. We will learn more about the 8-digit number below.

Numbers up to 8-Digits for US Students
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What are 8-Digit Numbers?

Any number that has exactly eight digits is known as an 8-digit number. The numbers that start from 10,000,000 to 99,999,999 are the 8-digit numbers. For example, 50,123,568 and 35,098,765 are 8-digit numbers.

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How to Write Numbers up to 8-Digits?

The 8-digit number can be written in two different systems, they are: International number system and Indian number system In the international number system, we put commas after every 3 digits, starting from the right.

 

For example, the smallest 8-digit number is written as 10,000,000. This number is called ten million because the first comma from the right marks the million place. In the Indian number system, we put the first comma after 3 digits from the right, and then after every 2 digits.

 

Example: The smallest 8-digit number is written as 1,00,00,000. This number is called 1 crore, because the first comma from the right indicates the lakh place.

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Comparison of the Indian System and the International System

The charts given below show the difference between the numbers up to 8 digits according to the Indian place value chart and the International place value chart.

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How to Decompose 8-Digit Numbers?

Any 8-digit number has place values that can go up to ten million in the International system or one crore in the Indian system. Here are the place value names from right to left in an 8-digit number.

 

Digit 1: Ones / Units

 

Digit 2: Tens

 

Digit 3: Hundreds

 

Digit 4: Thousands

 

Digit 5: Ten Thousands

 

Digit 6: Lakhs / Hundred Thousands

 

Digit 7: Ten Lakhs / Million

 

Digit 8: Crores / Ten Million

 

Let us take an example number: 54,68,26,840 and break it into its place values.

 

Digit 1: PV = 0 × 1 = 0

Digit 2: PV = 4 × 10 = 40

Digit 3: PV = 8 × 100 = 800

Digit 4: PV = 6 × 1000 = 6000

Digit 5: PV = 2 × 10000 = 20000

Digit 6: PV = 8 × 100000 = 800000

Digit 7: PV = 6 × 1000000 = 6000000

Digit 8: PV = 5 × 10000000 = 50000000

 

Here, PV stands for Place Value. Largest 8-Digit Number The biggest 8-digit number is 99,999,999. If we add one more number, we will get 100,000,000, which has 9 digits. Smallest 8-Digit Number The smallest 8-digit number is 10,000,000. If we subtract 1 from this number, we will get 9,999,999, which has only 7 digits.

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Tips and Tricks for Numbers up to 8-Digit

8-digit numbers may look large, but they still follow a simple pattern. By understanding the number systems, place values, and easy tricks, you can read, write, and compare them quickly. These tips will help you work with large numbers without confusion.

 

  • Instead of reading all the digits at once, separate them with commas according to the Indian or International system, which makes them easier to read.

 

  • Remember the key milestones such as 1 million, 1 crore, etc.

 

  • Knowing all these helps in quick conversions between systems.

 

  • Count the digits to know the size of a number. For example, if the given number is 7 digits, it is less than 10 million; if it is 8 digits, the number is 10 million or more.

 

  • Adding a zero to the number multiplies the number by 10. For example, 5,000,000 × 10 = 50,000,000, and now the number becomes an 8-digit number.
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Common Mistakes and How to Avoid Them in Numbers up to 8-Digit

Students sometimes make mistakes when learning or writing numbers, especially when it is a big number like an 8-digit number. A small mistake in reading, writing, or placing commas can completely change the number. Given below are some common errors and how to avoid them.

Mistake 1

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Misplacing commas in the number system

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Students get confused between the Indian and the International number systems and misplace the commas in the number. For example, writing 1,00,00,000 in the International system is incorrect; it should be 10,000,000. Learn the patterns, as in the International number system, we place commas after every 3 digits, and in the Indian number system, we place commas in a 3-2-2 pattern.

Mistake 2

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Confusing crores and millions

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In the Indian system, large numbers are measured in lakhs and crores, while in the international system they are in millions and tens of millions. Students sometimes say ‘million’ when they mean ‘crore’ or vice versa. Remember that 1 crore is equal to 10 million.

Mistake 3

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Counting digits incorrectly

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Sometimes, students mistake a 7-digit number for an 8-digit number because of not counting it properly. Always count the digits without commas before naming the number.

Mistake 4

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Ignoring the place value when reading numbers

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Reading a large number without considering its place value leads to incorrect reading. Break the number according to the number system and read each group separately with its place value.

Mistake 5

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Forgetting that zero changes the value

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Adding extra or leaving out zeros can make a huge difference in value. Double-check the number of zeros, especially when writing in words or converting between systems.

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Solved Examples of Numbers up to 8-Digit

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Problem 1

Write the smallest 8-digit number in the Indian number system.

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1,00,00,000

Explanation

In the Indian number system, we place commas after 3 digits from the right, and then every 2 digits. This gives 1,00,00,000, which is called 1 crore.

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Problem 2

What is the place value of 7 in the number 74,56,328?

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The place value is 70,00,000

Explanation

The first digit from the left in an 8-digit number is in the ten million place according to the international system. Here, 7 is in the ten million place, so its place value is 7 × 10,00,000 = 70,00,000.

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Problem 3

Write 3,45,67,891 in the International number system

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34,567,891

Explanation

In the Indian system, commas are placed in the 3-2-2 pattern. To convert that to the International system, we place commas after every 3 digits from the right. Therefore, it becomes 34,567,891.

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Problem 4

Which is greater: 8,76,54,321 or 9,00,00,000?

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9,00,00,000

Explanation

Both numbers are 8 digits long. We compare from the left, 9 crore is greater than 8 crore. So, 9,00,00,000 is larger.

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Problem 5

How many 8-digit numbers are there in total?

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90,000,000

Explanation

The smallest 8-digit number is 10,000,000 and the largest is 99,999,999. We can find the total numbers by: Number of 8-digit numbers = Largest - Smallest + 1 = 99,999,999 - 10,000,000 + 1 = 90,000,000

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FAQs on Numbers up to 8-Digit

1.What are the smallest and largest 8-digit numbers?

The smallest 8-digit number is 10,000,000, and the largest 8-digit number is 99,999,999.

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2.How many 8-digit numbers are there in total?

There are 90,000,000 different 8-digit numbers.

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3.Can an 8-digit number start with 0?

No, an 8-digit number cannot start with 0. The numbers starting with 0 have fewer than 8 digits.

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4.What is the place value of the first digit in an 8-digit number?

The first digit has a place value of ten million in the International system or one crore in the Indian system.

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5.Can 8-digit numbers be negative?

Yes, 8-digit numbers can be negative if a minus sign is added, but the digit count is based only on the number itself, not the sign.

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Important Glossary of Numbers up to 8-Digit

  • Digit: The single number from 0 to 9 used to form large numbers.

 

  • Place Value: It is the value of a digit based on its position in a number.

 

  • Smallest 8-digit number: The lowest number that has exactly 8 digits.

 

  • Largest 8-digit number: The highest number that has exactly 8 digits.

 

  • Unit / Ones: The place value position for a single unit or the rightmost digit in the number.
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Hiralee Lalitkumar Makwana

About the Author

Hiralee Lalitkumar Makwana has almost two years of teaching experience. She is a number ninja as she loves numbers. Her interest in numbers can be seen in the way she cracks math puzzles and hidden patterns.

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Fun Fact

: She loves to read number jokes and games.

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