Use long division to convert 29 to a decimal. Your approximation should have one decimal place

Answer 1

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.

Answer 2

Use long division to convert 29 to a decimal. Your approximation should have one decimal place simplifed

Answer 3

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.