2÷80 in long division method

Answer 1

To solve 2 ÷ 80 using the long division method, follow these steps:

1. Write the dividend (2) inside the long division bracket.

2. Write the divisor (80) outside the bracket.

______
80 | 2

3. Ask yourself, how many times does 80 go into 2? Since 80 is larger than 2, the answer is 0.

______
80 | 2

0

4. Write the 0 above the long division bracket, to the right of the 2.

______
80 | 2
0

5. Multiply the 0 by the divisor, which is 80, and write the product below the dividend.

0
------
80 | 2

6. Subtract the product from the dividend.

0
------
80 | 2
- 0

7. Since the difference (2 - 0) is not zero, we need to bring down the next digit. In this case, we will bring down the 0.

0
------
80 | 2
- 0

8. Ask yourself again, how many times does 80 go into 20? The answer is 0.

0
------
80 | 2
- 0
0

9. Write the 0 above the long division bracket, to the right of the 2.

0
------
80 | 2
- 0
0

10. Multiply the 0 by the divisor, which is 80, and write the product below the difference.

0
------
80 | 2
- 0
0

11. Subtract the product from the difference.

0
------
80 | 2
- 0
0

12. Since there's no more digits to bring down and the difference is still not zero, we add a decimal point after the 2 in the dividend and bring a 0 down.

0.0
-------
80 | 2
- 0
0

13. Ask yourself again, how many times does 80 go into 20? The answer is still 0.

0.0
-------
80 | 2
- 0
0

14. Write the 0 above the long division bracket, to the right of the decimal point.

0.0
-------
80 | 2
- 0
0

15. Multiply the 0 by the divisor, which is 80, and write the product below.

0.0
-------
80 | 2
- 0
0

16. Subtract the product from the difference.

0.0
-------
80 | 2
- 0
0

17. Since there's no more digits to bring down and the difference is still not zero, we can stop the division.

So, 2 ÷ 80 in long division method is equal to 0.025.