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This answer key provides the correct solutions for the Negative Numbers Addition and Subtraction 1 worksheet, helping teachers and parents grade student assignments quickly.

Answer key for negative numbers addition and subtraction worksheet with integer problems and solutions.

Answer key for negative numbers addition and subtraction worksheet with integer problems and solutions.

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Show Answer Key & Explanations Step-by-step solution for: Adding and Subtracting Negative Numbers Worksheets
You’ve uploaded an answer key for a math worksheet titled “Negative Numbers: Addition and Subtraction — Math Worksheet 1”. The task is to solve the problems shown, but since this is already the answer key, all the answers are filled in.

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Let’s go through each problem and explain the solution:

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🔢 Addition & Subtraction with Negative Numbers Rules Recap:


- Adding a negative = subtracting a positive → `a + (-b) = a - b`
- Subtracting a negative = adding a positive → `a - (-b) = a + b`
- When signs are the same → add absolute values, keep sign.
- When signs are different → subtract smaller from larger, keep sign of larger number.

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## 🧮 Problem-by-Problem Solutions:

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1. 8 + (–1) = 7
→ Adding a negative is like subtracting: 8 – 1 = 7

2. 0 – (–4) = 4
→ Subtracting a negative = adding: 0 + 4 = 4

3. (–4) + (–8) = –12
→ Both negative → add absolute values (4+8=12), keep negative sign → –12

4. 9 + (–4) = 5
→ Different signs → 9 – 4 = 5, positive since 9 > 4

5. (–8) + 7 = –1
→ Different signs → 8 – 7 = 1, negative since |–8| > 7 → –1

6. 3 + (–4) = –1
→ Different signs → 4 – 3 = 1, negative since |–4| > 3 → –1

7. (–5) + (–2) = –7
→ Both negative → 5 + 2 = 7 → –7

8. 9 + (–5) = 4
→ Different signs → 9 – 5 = 4, positive since 9 > 5

9. 3 × (–2) = –6 ← ❗ Wait — this is multiplication!
But the worksheet says “Addition and Subtraction” — maybe typo?
Actually, looking at the image again — it's written as `3×(-2)` — so it’s multiplication.
→ Positive × negative = negative → 3×2=6 → –6
But the answer key says –1 — that’s incorrect.

⚠️ Correction Needed:
> 3 × (–2) = –6, not –1.

This appears to be an error in the answer key.

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10. 9 + (–2) = 7
→ 9 – 2 = 7

11. (–8) + (–2) = –10
→ Both negative → 8+2=10 → –10

12. (–5) + (–9) = –14
→ 5+9=14 → –14

13. (–1) + (–1) = –2
→ 1+1=2 → –2

14. (–8) + (–5) = –13
→ 8+5=13 → –13

15. (–3) + (–7) = –10
→ 3+7=10 → –10

16. (–1) + 2 = 1
→ Different signs → 2 – 1 = 1, positive since 2 > 1

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## 📝 Summary:

Most answers are correct.

One error found:
> Problem 9: 3 × (–2) = –6 (not –1)

If this was intended to be addition, then it should be `3 + (–2) = 1`, but it’s clearly written as multiplication (`×`).

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## 🎯 Final Answer:

All problems solved correctly except #9, which should be:

> 3 × (–2) = –6

The rest are correct per standard integer arithmetic rules.

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📌 Note for Teacher/Student:
If this is meant to be strictly *addition and subtraction*, then problem #9 might be misprinted. If it’s intentional multiplication, then the answer key is wrong there.

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Completed Correctly (with correction):

```
8 + (–1) = 7
0 – (–4) = 4
(–4) + (–8) = –12
9 + (–4) = 5
(–8) + 7 = –1
3 + (–4) = –1
(–5) + (–2) = –7
9 + (–5) = 4
3 × (–2) = –6 ← CORRECTED
9 + (–2) = 7
(–8) + (–2) = –10
(–5) + (–9) = –14
(–1) + (–1) = –2
(–8) + (–5) = –13
(–3) + (–7) = –10
(–1) + 2 = 1
```

Total Correct (after correction): 16/16

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Parent Tip: Review the logic above to help your child master the concept of adding positive and negative fractions worksheet.
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