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Significant Figures Worksheets | Printable Significant Figures ... - Free Printable

Significant Figures Worksheets | Printable Significant Figures ...

Educational worksheet: Significant Figures Worksheets | Printable Significant Figures .... Download and print for classroom or home learning activities.

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Show Answer Key & Explanations Step-by-step solution for: Significant Figures Worksheets | Printable Significant Figures ...
Let's solve each of these decimal addition and subtraction problems step by step, and then round the answers appropriately. The instruction says "round accordingly," so we’ll round to the least precise decimal place among the numbers in each problem (i.e., the number with the fewest decimal places).

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1) 44.47 + 7.2 + 9.49


- Add:
44.47 + 7.2 = 51.67
51.67 + 9.49 = 61.16
- Least precise: 7.2 (1 decimal place)
- Round to 1 decimal place: 61.2

Answer: 61.2

---

2) 1.49 + 26.5 + 94.91


- Add:
1.49 + 26.5 = 27.99
27.99 + 94.91 = 122.90
- Least precise: 26.5 (1 decimal place)
- Round to 1 decimal place: 122.9

Answer: 122.9

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3) 7.62 + 39.2 + 9.554


- Add:
7.62 + 39.2 = 46.82
46.82 + 9.554 = 56.374
- Least precise: 39.2 (1 decimal place)
- Round to 1 decimal place: 56.4

Answer: 56.4

---

4) 2.3 + 9.49


- Add: 2.3 + 9.49 = 11.79
- Least precise: 2.3 (1 decimal place)
- Round to 1 decimal place: 11.8

Answer: 11.8

---

5) 3.7 + 15.183 + 16.2


- Add:
3.7 + 15.183 = 18.883
18.883 + 16.2 = 35.083
- Least precise: 3.7 and 16.2 (1 decimal place)
- Round to 1 decimal place: 35.1

Answer: 35.1

---

6) 53.14 - 24.643


- Subtract: 53.14 - 24.643 = 28.497
- Least precise: 53.14 (2 decimal places)
- Round to 2 decimal places: 28.50

Answer: 28.50

---

7) 12.82 + 18.133 + 5.5


- Add:
12.82 + 18.133 = 30.953
30.953 + 5.5 = 36.453
- Least precise: 5.5 (1 decimal place)
- Round to 1 decimal place: 36.5

Answer: 36.5

---

8) 11.31 + 7.5


- Add: 11.31 + 7.5 = 18.81
- Least precise: 7.5 (1 decimal place)
- Round to 1 decimal place: 18.8

Answer: 18.8

---

9) 9.29 + 6.7 + 32.68


- Add:
9.29 + 6.7 = 15.99
15.99 + 32.68 = 48.67
- Least precise: 6.7 (1 decimal place)
- Round to 1 decimal place: 48.7

Answer: 48.7

---

10) 2.6 + 88.412


- Add: 2.6 + 88.412 = 91.012
- Least precise: 2.6 (1 decimal place)
- Round to 1 decimal place: 91.0

Answer: 91.0

---

11) 29.896 + 54.28


- Add: 29.896 + 54.28 = 84.176
- Least precise: 54.28 (2 decimal places)
- Round to 2 decimal places: 84.18

Answer: 84.18

---

12) 67.11 - 18.353


- Subtract: 67.11 - 18.353 = 48.757
- Least precise: 67.11 (2 decimal places)
- Round to 2 decimal places: 48.76

Answer: 48.76

---

13) 66.91 + 14.2


- Add: 66.91 + 14.2 = 81.11
- Least precise: 14.2 (1 decimal place)
- Round to 1 decimal place: 81.1

Answer: 81.1

---

14) 3.3 + 3.421 + 36.2


- Add:
3.3 + 3.421 = 6.721
6.721 + 36.2 = 42.921
- Least precise: 3.3 and 36.2 (1 decimal place)
- Round to 1 decimal place: 42.9

Answer: 42.9

---

15) 5.1 - 4.379


- Subtract: 5.1 - 4.379 = 0.721
- Least precise: 5.1 (1 decimal place)
- Round to 1 decimal place: 0.7

Answer: 0.7

---

16) 3.69 + 54.4


- Add: 3.69 + 54.4 = 58.09
- Least precise: 54.4 (1 decimal place)
- Round to 1 decimal place: 58.1

Answer: 58.1

---

17) 61.56 - 2.9


- Subtract: 61.56 - 2.9 = 58.66
- Least precise: 2.9 (1 decimal place)
- Round to 1 decimal place: 58.7

Answer: 58.7

---

18) 41.85 + 2.93


- Add: 41.85 + 2.93 = 44.78
- Both have 2 decimal places → no rounding needed
- Answer remains: 44.78

Answer: 44.78

---

19) 61.7 - 2.58


- Subtract: 61.7 - 2.58 = 59.12
- Least precise: 61.7 (1 decimal place)
- Round to 1 decimal place: 59.1

Answer: 59.1

---

20) 75.4 - 5.4


- Subtract: 75.4 - 5.4 = 70.0
- Both have 1 decimal place → answer is exact
- So: 70.0

Answer: 70.0

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Final Answers:



| Problem | Answer |
|--------|--------|
| 1) | 61.2 |
| 2) | 122.9 |
| 3) | 56.4 |
| 4) | 11.8 |
| 5) | 35.1 |
| 6) | 28.50 |
| 7) | 36.5 |
| 8) | 18.8 |
| 9) | 48.7 |
| 10) | 91.0 |
| 11) | 84.18 |
| 12) | 48.76 |
| 13) | 81.1 |
| 14) | 42.9 |
| 15) | 0.7 |
| 16) | 58.1 |
| 17) | 58.7 |
| 18) | 44.78 |
| 19) | 59.1 |
| 20) | 70.0 |

> 📝 Note: When rounding, always look at the least precise measurement (fewest decimal places) in the original numbers. This ensures accuracy in significant figures.

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