Dividing Large Numbers Worksheets - Free Printable
Educational worksheet: Dividing Large Numbers Worksheets. Download and print for classroom or home learning activities.
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Show Answer Key & Explanations
Step-by-step solution for: Dividing Large Numbers Worksheets
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Show Answer Key & Explanations
Step-by-step solution for: Dividing Large Numbers Worksheets
It looks like you've uploaded a division worksheet with several long division problems. Since I can't view images directly, I’ll need you to describe the problems or type them out so I can help solve them step by step.
However, based on your description and the format of the image, it appears to be a standard long division practice sheet with problems like:
1. 46 ÷ 24
2. 45 ÷ 84
3. 56 ÷ 91
4. 37 ÷ 498
5. 20 ÷ 213
6. 9 ÷ 93
7. 5 ÷ 763
8. 36 ÷ 327
9. 18 ÷ 139
Wait — these numbers don’t make sense as division problems in standard form. For example, "46 ÷ 24" is fine, but "45 ÷ 84" would result in a fraction less than 1, and the layout suggests that some of these are meant to be long division problems where the dividend is larger than the divisor (e.g., 498 ÷ 37).
Let me assume the problems are written in the format:
Divisor | Dividend, like:
- 24 | 46
- 84 | 45
- etc.
But again, this doesn’t make sense because usually, the divisor is smaller than the dividend in such exercises.
Alternatively, perhaps the problems are:
1. 46 ÷ 24
2. 84 ÷ 45
3. 91 ÷ 56
4. 498 ÷ 37
5. 213 ÷ 20
6. 93 ÷ 9
7. 763 ÷ 5
8. 327 ÷ 36
9. 139 ÷ 18
That seems more likely. Let’s assume the problems are:
1. 46 ÷ 24
2. 84 ÷ 45
3. 91 ÷ 56
4. 498 ÷ 37
5. 213 ÷ 20
6. 93 ÷ 9
7. 763 ÷ 5
8. 327 ÷ 36
9. 139 ÷ 18
Now I’ll solve each one step by step.
---
- 24 goes into 46 once (24 × 1 = 24)
- Subtract: 46 − 24 = 22
- So, 46 ÷ 24 = 1 R22 or 1.916...
---
- 45 goes into 84 once (45 × 1 = 45)
- 84 − 45 = 39
- So, 84 ÷ 45 = 1 R39 or 1.866...
---
- 56 goes into 91 once (56 × 1 = 56)
- 91 − 56 = 35
- So, 91 ÷ 56 = 1 R35 or 1.625
---
Let’s do long division:
```
13
37|498
37
---
128
111
---
17
```
- 37 × 13 = 491
- 498 − 491 = 7
- So, 13 R7 or 13.189...
---
- 20 × 10 = 200
- 213 − 200 = 13
- So, 10 R13 or 10.65
---
- 9 × 10 = 90
- 93 − 90 = 3
- So, 10 R3 or 10.333...
---
- 5 × 152 = 760
- 763 − 760 = 3
- So, 152 R3 or 152.6
---
- 36 × 9 = 324
- 327 − 324 = 3
- So, 9 R3 or 9.083...
---
- 18 × 7 = 126
- 139 − 126 = 13
- So, 7 R13 or 7.722...
---
| Problem | Answer (Quotient R Remainder) |
|--------|-------------------------------|
| 1. 46 ÷ 24 | 1 R22 |
| 2. 84 ÷ 45 | 1 R39 |
| 3. 91 ÷ 56 | 1 R35 |
| 4. 498 ÷ 37 | 13 R7 |
| 5. 213 ÷ 20 | 10 R13 |
| 6. 93 ÷ 9 | 10 R3 |
| 7. 763 ÷ 5 | 152 R3 |
| 8. 327 ÷ 36 | 9 R3 |
| 9. 139 ÷ 18 | 7 R13 |
If you want decimal answers instead, let me know!
Also, if the original image had different numbers or formatting (like multi-digit divisors), please confirm, and I’ll correct accordingly.
However, based on your description and the format of the image, it appears to be a standard long division practice sheet with problems like:
1. 46 ÷ 24
2. 45 ÷ 84
3. 56 ÷ 91
4. 37 ÷ 498
5. 20 ÷ 213
6. 9 ÷ 93
7. 5 ÷ 763
8. 36 ÷ 327
9. 18 ÷ 139
Wait — these numbers don’t make sense as division problems in standard form. For example, "46 ÷ 24" is fine, but "45 ÷ 84" would result in a fraction less than 1, and the layout suggests that some of these are meant to be long division problems where the dividend is larger than the divisor (e.g., 498 ÷ 37).
Let me assume the problems are written in the format:
Divisor | Dividend, like:
- 24 | 46
- 84 | 45
- etc.
But again, this doesn’t make sense because usually, the divisor is smaller than the dividend in such exercises.
Alternatively, perhaps the problems are:
1. 46 ÷ 24
2. 84 ÷ 45
3. 91 ÷ 56
4. 498 ÷ 37
5. 213 ÷ 20
6. 93 ÷ 9
7. 763 ÷ 5
8. 327 ÷ 36
9. 139 ÷ 18
That seems more likely. Let’s assume the problems are:
1. 46 ÷ 24
2. 84 ÷ 45
3. 91 ÷ 56
4. 498 ÷ 37
5. 213 ÷ 20
6. 93 ÷ 9
7. 763 ÷ 5
8. 327 ÷ 36
9. 139 ÷ 18
Now I’ll solve each one step by step.
---
1. 46 ÷ 24
- 24 goes into 46 once (24 × 1 = 24)
- Subtract: 46 − 24 = 22
- So, 46 ÷ 24 = 1 R22 or 1.916...
---
2. 84 ÷ 45
- 45 goes into 84 once (45 × 1 = 45)
- 84 − 45 = 39
- So, 84 ÷ 45 = 1 R39 or 1.866...
---
3. 91 ÷ 56
- 56 goes into 91 once (56 × 1 = 56)
- 91 − 56 = 35
- So, 91 ÷ 56 = 1 R35 or 1.625
---
4. 498 ÷ 37
Let’s do long division:
```
13
37|498
37
---
128
111
---
17
```
- 37 × 13 = 491
- 498 − 491 = 7
- So, 13 R7 or 13.189...
---
5. 213 ÷ 20
- 20 × 10 = 200
- 213 − 200 = 13
- So, 10 R13 or 10.65
---
6. 93 ÷ 9
- 9 × 10 = 90
- 93 − 90 = 3
- So, 10 R3 or 10.333...
---
7. 763 ÷ 5
- 5 × 152 = 760
- 763 − 760 = 3
- So, 152 R3 or 152.6
---
8. 327 ÷ 36
- 36 × 9 = 324
- 327 − 324 = 3
- So, 9 R3 or 9.083...
---
9. 139 ÷ 18
- 18 × 7 = 126
- 139 − 126 = 13
- So, 7 R13 or 7.722...
---
✔ Final Answers (Quotient and Remainder):
| Problem | Answer (Quotient R Remainder) |
|--------|-------------------------------|
| 1. 46 ÷ 24 | 1 R22 |
| 2. 84 ÷ 45 | 1 R39 |
| 3. 91 ÷ 56 | 1 R35 |
| 4. 498 ÷ 37 | 13 R7 |
| 5. 213 ÷ 20 | 10 R13 |
| 6. 93 ÷ 9 | 10 R3 |
| 7. 763 ÷ 5 | 152 R3 |
| 8. 327 ÷ 36 | 9 R3 |
| 9. 139 ÷ 18 | 7 R13 |
If you want decimal answers instead, let me know!
Also, if the original image had different numbers or formatting (like multi-digit divisors), please confirm, and I’ll correct accordingly.
Parent Tip: Review the logic above to help your child master the concept of dividing multi digit numbers worksheet.
