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Peringkat Artikel     # What is the smallest digit 4?

## What is the Smallest 4 Digit Number? 1. About write the smallest 4 digit number
2. What Is The Largest 4 Digit Number?
3. What Is The Smallest 3 Digit Prime Number?
4. What Is The Greatest 4 Digit Number?
5. What is Write the smallest 4-digit number formed using the digits 8
6. What Is The Largest Whole Number?
7. What Is The Smallest Composite Number?
8. What Is The Smallest 1-Digit Number?
9. How to What is the Smallest 4 Digit Even and Odd Number – Vedantu
10. What Is The Smallest One Digit Number?
12. Related to What is the Smallest 4 Digit Number?

## About write the smallest 4 digit number

The method to represent and work with numbers is known as the number system. A number system is a system of writing to represent numbers.

### What Is The Largest 4 Digit Number?

Four smallest digits are 0, 1,2 and 3. In order to write the smalest 4-digit number using digits 0, 1, 2 and 3, we put the smallest digit 1 (Except 0) at the.

### What Is The Smallest 3 Digit Prime Number?

The ascending order of the given numbers 8,3,0,1 is: 0 People Also Read:

## What is Write the smallest 4-digit number formed using the digits 8

The smallest and largest 4-digit number are 1000 and 9999 respectively. As we need a 4 digit number, we cannot have it starting with 0.

### What Is The Largest Whole Number?

The smallest 5 digit-digit number that can be formed using 6, 2, 0, 1 and 9 without repetition is _____. Write the smallest and the greatest 5-digit numbers using the.

### What Is The Smallest Composite Number?

The smallest 4-digit number is 1000 because its predecessor is 999 which is a 3-digit number. 4-digit numbers start from 1000 and end on 9999.

## How to What is the Smallest 4 Digit Even and Odd Number – Vedantu

The smallest 4-digit odd number in the number system is 1001. As we know that in the number system the smallest four-digit number is 1000 which is an.

### What Is The Smallest One Digit Number?

How to find the smallest number with given digit sum s and number of digits d . Input : s = 9, d = 2 Output : 18 There are many other possible numbers like 45,.

The smallest 4 digit number is the successor of the largest 3 digit number. View solution> Successor of a 3-digit number is always a 3-digit number.

Definition: A (4)-digit number is a number that contains four digits. After (999), the first four-digit number begins with (1000).

### Related to What is the Smallest 4 Digit Number?

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## What is the smallest digit 4? Basic HTML Version  View Full Version

Page 22 — ICSE Math 6

P. 22 ``• To form the greatest number with the given digits, place the greatest digit at the extreme left position, and then place the remaining digits in descending order of their values. Example 7: Form the smallest 3-digit number using the digits 4, 9 and 0 without repetition. Solution: Place the smallest digit (except 0), i.e., 4 at the extreme left position. Then, place 0 and then 9. So, the required smallest 3-digit number is 409. If 0 is used at the extreme left position, then the number formed will be 049, which is a 2-digit number. Example 8: Form the smallest and the greatest 6-digit numbers using the digits 8, 9, 1, 0, 4 and 6 without repetition. Solution: To form the smallest 6-digit number, place the smallest digit (except 0), i.e., 1 at the extreme left position. Then, place the remaining digits 8, 9, 0, 4 and 6 in ascending order. So, the required number is 1,04,689. To form the greatest 6-digit number, place the greatest digit, i.e., 9 at the extreme left position. Then, place the remaining digits 8, 1, 0, 4 and 6 in descending order. So, the required number is 9,86,410. Example 9: Form the smallest and the greatest 6-digit numbers. Solution: The smallest digit except 0 is 1. So, place 1 at the extreme left position and then five 0s on its right. So, the smallest 6-digit number is 1,00,000. The greatest digit is 9. So, place 9 at all the six places to get the greatest 6-digit number as 9,99,999. Example 10: How many 4-digit numbers are there between 999 and 4,000? Solution: The required 4-digit numbers are from 1,000 to 3,999. There are 1,000 numbers from 1,001 to 2,000, 1,000 numbers from 2,001 to 3,000 and 999 numbers from 3,001 to 3,999. Since 1,000 also comes between 999 and 4,000, so there are 1,000 + 1,000 + 999 + 1 = 3,000 numbers between 999 and 4,000. EXERCISE 1.2 1. Form the smallest 3-digit number using the given digits without repetition. (a) 4, 9, 2 (b) 3, 9, 0 (c) 0, 2, 1 (d) 9, 8, 1 2. Form the greatest 5-digit number using the digits 9, 1, 0, 6 and 2 without repetition. 3. Form the smallest and the greatest 4-digit numbers using the digits 5, 6, 9 and 0. 4. Form the greatest and the smallest 4-digit numbers. 5. Form the smallest 6-digit number with 4 at tens place. 6. Fill in the blanks. (a) The smallest 5-digit number is __________. (b) The sum of the largest 4-digit number and the smallest 5-digit number is __________. (c) In the greatest 6-digit number, the digit at hundreds place is __________. (d) In the smallest 6-digit number, the digit at tens place is __________. 7. How many 3-digit numbers are there between 99 and 3,000? 6``

## Place Value – Definition with Examples

In math, every digit in a number has a place value. Place value can be defined as the value represented by a digit in a number on the basis of its position in the number.

For example, the place value of 7 in 3,743 is 7 hundred or 700. However, the place value of 7 in 7,432 is 7 thousand or 7,000. Here, we can see that even though the digits are the same in both numbers, their place value changes with the change in its position.

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## Place Value Chart

Place Value Chart is a very useful table format that helps us in finding the place value of each digit based on its position in a number.

The place value of a digit increases by ten times as we move left on the place value chart and decreases by ten times as we move right. Here’s an example of how drawing the place value chart can help in finding the place value of a number. In the number 13,548

1 is in the ten thousands place and has a place value of 10,000.

3 is in the thousands place and has a place value of 3,000.

5 is in the hundreds and has a place value of 500.

4 is in the tens place and has a place value of 40.

8 is in the ones place and has a place value of 8.

Understanding the place value of digits in numbers helps comparing numbers. It also helps in writing numbers in their expanded form. For instance, the expanded form of the number above, 13,548 is 10,000 + 3,000 + 500 + 40 + 8.

#### Related Worksheets View View View View View View View View View View

## Place Value Using Base Ten Blocks

The place value of digits in numbers can also be represented using base-ten blocks and can help us write numbers in their expanded form.

Before, using the base ten blocks to find the place value of each digit in a number, let us first understand what these blocks represent. Here’s how the number 13,548 can be represented using base-ten blocks. ## Decimal Place Value

Decimal numbers are fractions or mixed numbers with denominators of powers of ten. In a decimal number, the digits to the left of the decimal point represent a whole number. The digits to the right of the decimal represent the parts. As we move towards right after the decimal point, the place value of the digits becomes 10 times smaller.

The first digit on the right of the decimal point means tenths i.e. 110. The next place becomes ten times smaller and is called the hunderdths i.e. 1100 and so on. In 27.356, 27 is the whole number part, 2 is in tens place and its place value is 20,7 is in ones place, and its place value is 7.

There are three digits to the right of the decimal point,

3 is in the tenths place, and its place value is 0.3 or 310

5 is in the hundredths place, and its place value is 0.05 or 5100

6 is in the thousandths place, and its place value is 0.006 or 61000

## Place Value and Face Value

Place value and face value are not the same. The face value of a digit is the value of the digit, whereas the place value of a digit is its place in the number. In simple words, the face value tells the actual value of the digit, whereas the place value tells the value of the digit based on its position.

Hence, the face value of the digit never changes irrespective of it’s position in the number. Whereas, the place value of the digit changes with the change in the position.

For instance, the face value of 2 in both the numbers 283 and 823 is 2. Whereas, the place value of 2 is 200 in 283 and 20 in 823.

## Solved Examples on Place Value

1. What is the place value of 4 in the number 84,527?

The place value of 4 in 84,527 is 4000 (four thousand).

1. Write 412,397 in words using the place value system.

Four hundred twelve thousand three hundred and ninety-seven.

1. Write the numbers in figures and in expanded form:
1. Ten thousand two hundred and thirty-six
2. Seven thousand four hundred and eighty-five
1. Ten thousand two hundred and thirty-six = 10,236

= 10,000 + 200 + 30 + 6

1. Seven thousand four hundred and eighty-five = 7,485

= 7,000 + 400 + 80 + 5

## Place Value

Attend this Quiz & Test your knowledge.  