Rounding off the numbers means shortening the length of the number from long digits by replacing it with the nearest value. Round of to the nearest 1000 means minimizing the given decimal number to its nearest 1000 value. Check out the complete concept to learn the process to Round off the Numbers to Nearest 1000. We have also given Solved examples for your best practice.

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## How to Round off the Numbers to Nearest 1000?

Based on the below steps, we can easily round the numbers to the nearest 1000.

1. First, Find out the thousandâ€™s digit in the number.

2. Next, choose the next smallest number (that is the hundredths digit of the number).

3. Now, check the hundredâ€™s digit is either <5 (That means 0, 1, 2, 3, 4) or > = 5 (That is 5, 6, 7, 8, 9).

(i) If the digit is < 5, then the hundreds place is replaced with the digit â€˜0â€™.

(ii) If the digit is > = 5, then the hundredâ€™s digit is replaced with the digit â€˜0â€™, and the thousandâ€™s place digit is increased by 1 digit.

For example, Number 3350 Round to the Nearest 1000.

Step 1: Thousandâ€™s digit of the number is 3.

Step 2: Hundreds digit of the number is 3.

Step 3: The hundredâ€™s digit â€˜3â€™ is < 5. So, we have to apply 3(i) conditions. That is, the hundredâ€™s placed is replaced with the digit â€˜0â€™.

3350 Rounding of the nearest 1000 is equal to 3000.

### Rounding to Nearest 1000 Examples

1. Round of the number 2850 to nearest 1000.

Solution:

The given decimal number is 2850.

Step 1: Thousandâ€™s digit of the number 2850 is â€˜2â€™.

Step 2: Hundredâ€™s digit of the number 2850 is â€˜8â€™.

Step 3: The hundredâ€™s digit of the number â€˜8â€™ is > 5. So, the hundredâ€™s digit is replaced by â€˜0â€™ and the thousandâ€™s digit is increased by â€˜1â€™. That is

3000.

By rounding the number 2850 to its nearest 1000, it is equal to 3000.

2. Round of the number 5059 to nearest 1000.

Solution:

The given decimal number is 5059.

Step 1: Thousandâ€™s digit of the number 5059 is â€˜5â€™.

Step 2: Hundredâ€™s digit of the number 5059 is â€˜0â€™.

Step 3: The hundredâ€™s digit of the number â€˜0â€™ is < 5. So, the hundredâ€™s digit is replaced by â€˜0â€™. That is

5000.

By rounding the number 5059 to its nearest 1000, it is equal to 5000.

3. Round of the number 7985 to nearest 1000.

Solution:

The given decimal number is 7985.

Step 1: Thousandâ€™s digit of the number 7985 is â€˜7â€™.

Step 2: Hundredâ€™s digit of the number 7985 is â€˜9â€™.

Step 3: The hundredâ€™s digit of the number â€˜9â€™ is > 5. So, the hundredâ€™s digit is replaced by â€˜0â€™ and the thousandâ€™s digit is increased by â€˜1â€™. That is

8000.

By rounding the number 7985 to its nearest 1000, it is equal to 8000.

4. Round of the number 6500 to nearest 1000.

Solution:

The given decimal number is 6500.

Step 1: Thousandâ€™s digit of the number 6500 is â€˜6â€™.

Step 2: Hundredâ€™s digit of the number 6500 is â€˜5â€™.

Step 3: The hundredâ€™s digit of the number â€˜5â€™ is = 5. So, the hundredâ€™s digit is replaced by â€˜0â€™ and the thousandâ€™s digit is increased by â€˜1â€™. That is

By rounding the number 6500 to its nearest 1000, it is equal to 7000.

5. Round of the number 1287 to nearest 1000.

Solution:

The given decimal number is 1287.

Step 1: Thousandâ€™s digit of the number 1287 is â€˜1â€™.

Step 2: Hundredâ€™s digit of the number 1287 is â€˜2â€™.

Step 3: The hundredâ€™s digit of the number â€˜2â€™ is < 5. So, the hundredâ€™s digit is replaced by â€˜0â€™. That is

1000.

By rounding the number 1287 to its nearest 1000, it is equal to 1000.

6. Round off the below numbers to the nearest 1000.

(i) 50,105.

(ii) 25, 657

(iii) 3562

(iv) 9254

(v) 4895

(vi) 78962

Solution:

(i) The given decimal number is 50,105.

Step 1: Thousandâ€™s digit of the number 50,105 is â€˜0â€™.

Step 2: Hundredâ€™s digit of the number 50,105 is â€˜1â€™.

Step 3: The hundredâ€™s digit of the number â€˜1â€™ is < 5. So, the hundredâ€™s digit is replaced by â€˜0â€™. That is

50,000.

By rounding off the number50,105 to its nearest 1000, it is equal to 50,000.

(ii) The given decimal number is 25,657.

Step 1: Thousandâ€™s digit of the number 25,657 is â€˜5â€™.

Step 2: Hundredâ€™s digit of the number 25,657 is â€˜6â€™.

Step 3: The hundredâ€™s digit of the number â€˜6â€™ is > 5. So, the hundredâ€™s digit is replaced by â€˜0â€™, and the thousandâ€™s digit of the number is increased by â€˜1â€™. That is

26,000.

By rounding the number 25,657 to its nearest 1000, it is equal to 26,000.

(iii) The given decimal number is 3562.

Step 1: Thousandâ€™s digit of the number 3562 is â€˜3â€™.

Step 2: Hundredâ€™s digit of the number 3562 is â€˜5â€™.

Step 3: The hundredâ€™s digit of the number â€˜5â€™ is = 5. So, the hundredâ€™s digit is replaced by â€˜0â€™, and the thousandâ€™s digit of the number is increased by â€˜1â€™. That is

4000.

By rounding the number 3562 to its nearest 1000, it is equal to 4000.

(iv) The given decimal number is 9254.

Step 1: Thousandâ€™s digit of the number 9254 is â€˜9â€™.

Step 2: Hundredâ€™s digit of the number 9254 is â€˜2â€™.

Step 3: The hundredâ€™s digit of the number â€˜2â€™ is < 5. So, the hundredâ€™s digit is replaced by â€˜0â€™. That is

9000.

By rounding of the number 9254 to its nearest 1000, it is equal to 9000.

(v) The given decimal number is 4895.

Step 1: Thousandâ€™s digit of the number 4895 is â€˜4â€™.

Step 2: Hundredâ€™s digit of the number 4895 is â€˜8â€™.

Step 3: The hundredâ€™s digit of the number â€˜8â€™ is > 5. So, the hundredâ€™s digit is replaced by â€˜0â€™, and the thousandâ€™s digit of the number is increased by â€˜1â€™. That is

5000.

By rounding the number 4895 to its nearest 1000, it is equal to 5000.

(vi) The given decimal number is 78,962.

Step 1: Thousandâ€™s digit of the number 78,962 is â€˜8â€™.

Step 2: Hundredâ€™s digit of the number 78,962 is â€˜9â€™.

Step 3: The hundredâ€™s digit of the number â€˜9â€™ is > 5. So, the hundredâ€™s digit is replaced by â€˜0â€™, and the thousandâ€™s digit of the number is increased by â€˜1â€™. That is

79,000.

By rounding the number 78,962 to its nearest 1000, it is equal to 79,000.