Use long division to convert 29 to a decimal. Your approximation should have one decimal place
To convert 29 to a decimal using long division, follow the steps below:
1. Write 29 as the dividend inside the long division symbol (÷).
```
_______
| 29
```
2. Place the decimal point above the division bar.
```
_______
| 29
.
```
3. Divide 29 by the divisor, which is 1 ("29 ÷ 1").
```
_______
| 29
.
-------
```
Determine how many times the divisor can be divided evenly into the dividend (29).
1 cannot fit into 2, so we bring down the next digit, which is 9.
```
_______
| 29
.
-------
10
```
1 can fit into 19 a total of 19 times. Write the quotient (the number of times the divisor fits into the dividend) above the division bar.
```
_______
| 29
. 19
-------
10
```
4. Multiply the quotient (19) by the divisor (1) to get the product, and place it underneath the 19.
```
_______
| 29
. 19
-------
10
10
```
5. Subtract the product (10) from the dividend (29) to get the remainder.
```
_______
| 29
. 19
-------
10
10
------
9
```
6. Bring down the next digit, which is 0.
```
_______
| 29
. 19
-------
10
10
------
9 0
```
7. Divide the new dividend (90) by the divisor (1) to obtain the new quotient.
```
_______
| 29
. 19
-------
10
10
------
9 0
0
```
1 can fit into 90 a total of 90 times. Write the new quotient (90) above the division bar.
```
_______
| 29
. 19
-------
10
10
------
9 0
0
```
8. Repeat steps 4-7 until the remainder is 0.
Multiply the new quotient (90) by the divisor (1) to get the product.
```
_______
| 29
. 19
-------
10
10
------
9 0
0
```
Subtract the product (90) from the dividend (90) and bring down the next digit, which is 0.
```
_______
| 29
. 19
-------
10
10
------
9 0
0
------
```
Since the remainder is 0, the division is complete.
9. Write the quotient (19) as the decimal approximation of 29.0.
Use long division to convert 29 to a decimal. Your approximation should have one decimal place simplifed
To convert 29 to a decimal approximation with one decimal place using long division, follow the steps below:
1. Write 29 as the dividend inside the long division symbol (÷).
```
______
| 29
```
2. Place the decimal point above the division bar.
```
______
| 29
.
```
3. Divide 29 by the divisor, which is 1 ("29 ÷ 1").
```
______
| 29
.
------
```
Determine how many times the divisor can be divided evenly into the dividend (29).
1 can fit into 2 a total of 2 times. Write the quotient (2) above the division bar.
```
______
| 29
. 2
------
```
4. Multiply the quotient (2) by the divisor (1) to get the product, and place it underneath the 2.
```
______
| 29
. 2
------
2
```
5. Subtract the product (2) from the dividend (29) to get the remainder.
```
______
| 29
. 2
------
2
------
```
Bring down the next digit, which is 9.
```
______
| 29
. 2
------
29
2
```
6. Divide the new dividend (29) by the divisor (1) to obtain the new quotient.
```
______
| 29
. 2
------
29
2
```
1 can fit into 29 a total of 29 times. Write the new quotient (29) above the division bar.
```
______
| 29
. 2
------
29
2
```
7. Repeat steps 4-6 until the remainder is 0.
Multiply the new quotient (29) by the divisor (1) to get the product.
```
______
| 29
. 2
------
29
2
```
Subtract the product (29) from the dividend (29) and bring down the next digit, which is 0.
```
______
| 29
. 2
------
29
2
------
```
Since the remainder is 0, the division is complete.
8. Write the quotient (29) as the decimal approximation of 29.0.
To convert 29 to a decimal using long division, we divide 29 by 1.
First, we place the dividend (29) inside a long division bracket.
29.0
_______
1| 29
Now, we divide 1 into 2, which equals 2. We write the quotient (2) on top and then multiply it by the divisor (1), giving us 2.
29.0
_______
1| 29
-2
---
9
Next, we bring down the next digit, which is 9, and place it beside the remainder (9). We now have 99.
29.0
_______
1| 29
-2
---
99
Now, we divide 1 into 99, which gives us 99. We write the quotient (99) on top and then multiply it by the divisor (1), giving us 99.
29.0
_______
1| 29
-2
---
99
-99
---
0
Since the remainder is 0, we can stop the long division process.
Therefore, the decimal approximation of 29 is 29.0, with one decimal place.
To convert 29 to a decimal using long division, we need to divide 29 by a power of 10. Since we want our approximation to have one decimal place, we will divide by 10.
Here's how to do it step by step:
1. Write down the number 29 as the dividend inside the long division symbol (÷) and write 10 as the divisor (outside the symbol).
__
10| 29
2. Divide the first digit of the dividend (in this case, 2) by the divisor (10). Since 2 divided by 10 is less than 1, the quotient will be 0.
__
10| 29
0
3. Bring down the next digit of the dividend (in this case, 9) next to the remainder (which is 0) to form the new dividend.
__
10| 29
0
4. Divide the new dividend (90) by the divisor (10). 90 divided by 10 is 9.
__
10| 29
09
_ <- Place a bar at the bottom of the 09 to indicate the decimal point.
5. Since 9 cannot be divided by 10 without any remainder, we can stop here. The final result is 2.9.
Therefore, 29 is equivalent to the decimal approximation 2.9 when rounded to one decimal place.