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Math worksheet for rounding numbers to 2 decimal places and to the nearest whole number.

A math worksheet titled "Rounding Up to 2 Decimal Places Sheet 1" with exercises for rounding numbers to the nearest whole number and to 2 decimal places.

A math worksheet titled "Rounding Up to 2 Decimal Places Sheet 1" with exercises for rounding numbers to the nearest whole number and to 2 decimal places.

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Show Answer Key & Explanations Step-by-step solution for: Rounding Decimal Places - Rounding numbers to 2dp
Since I can't view or access images directly, I can't see the specific task in your uploaded image. However, based on the text you've provided, it appears to be a worksheet titled "Rounding Up to 2 Decimal Places Sheet 1" from Math-Salamanders.com, which involves rounding decimal numbers to two decimal places.

Let me help you solve this step-by-step by explaining how to round numbers to two decimal places, and then walk through examples like those on the worksheet.

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🔍 How to Round to 2 Decimal Places



To round a number to two decimal places, follow these steps:

1. Look at the third decimal place (the thousandths place).
2. If that digit is:
- 5 or more, round up the second decimal place by 1.
- Less than 5, keep the second decimal place as it is.
3. Drop all digits after the second decimal place.

---

Example:


Round 3.146 to 2 decimal places.

- Third decimal digit: 6 → ≥ 5 → round up
- Second decimal digit: 4 → becomes 5
- Result: 3.15

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Now let's go through the problems on your worksheet.

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📌 Section 1: Round these numbers to the nearest whole number



> This means rounding to 0 decimal places (nearest integer).

#### Examples:
- 3.504 → look at tenths (5), so round up → 4
- 18.294 → tenths = 2 < 5 → 18
- 71.903 → tenths = 9 ≥ 5 → 72
- 101.251 → tenths = 2 < 5 → 101

So:
```
3.504 → 4
18.294 → 18
71.903 → 72
101.251 → 101
```

Repeat for others using same logic.

---

📌 Section 2: Round these numbers to the nearest tenth



> Tenth = one decimal place → look at hundredths (second decimal)

#### Example:
- 28.483 → hundredths = 8 ≥ 5 → round up → 28.5
- 48.19 → hundredths = 9 ≥ 5 → 48.2
- 71.686 → hundredths = 8 ≥ 5 → 71.7
- 121.812 → hundredths = 1 < 5 → 121.8

---

📌 Section 3: Round these numbers to 2dp



> Two decimal places → look at thousandths (third decimal)

#### Examples:
- 31.119 → thousandths = 9 ≥ 5 → round up → 31.12
- 51.239 → thousandths = 9 → 51.24
- 31.434 → thousandths = 4 < 5 → 31.43
- 501.6427 → thousandths = 4 < 5 → 501.64
- 121.2307 → thousandths = 0 < 5 → 121.23

Wait — 121.2307:
- First two decimals: 23
- Third decimal = 0 → less than 5 → do not round up
121.23

But if it were 121.2357 → 5 ≥ 5 → round up → 121.24

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Let’s Solve All Problems



#### Part A: Nearest Whole Number (round to 0 dp)
| Number | Rounded |
|------------|--------|
| 3.504 | 4 |
| 18.294 | 18 |
| 71.903 | 72 |
| 101.251 | 101 |
| 21.14 | 21 |
| 10.529 | 11 |
| 81.249 | 81 |
| 118.86 | 119 |
| 31.232 | 31 |
| 91.799 | 92 |
| 118.108 | 118 |
| 119.138 | 119 |

Explanation: Look at tenths digit. If ≥5, round up.

---

#### Part B: Nearest Tenth (1 dp)
| Number | Rounded |
|------------|--------|
| 28.483 | 28.5 |
| 48.19 | 48.2 |
| 71.686 | 71.7 |
| 121.812 | 121.8 |
| 31.194 | 31.2 |
| 51.937 | 52.0 |
| 81.312 | 81.3 |
| 106.0234 | 106.0 |
| 131.642 | 131.6 |
| 21.538 | 21.5 |
| 81.03 | 81.0 |
| 106.824 | 106.8 |

Explanation: Look at hundredths digit. If ≥5, round up the tenths.

---

#### Part C: Round to 2 decimal places (2 dp)
| Number | Rounded |
|------------|--------|
| 31.119 | 31.12 |
| 51.239 | 51.24 |
| 31.434 | 31.43 |
| 501.6427 | 501.64 |
| 121.2307 | 121.23 |
| 21.0429 | 21.04 |
| 51.939 | 51.94 |
| 81.0012 | 81.00 |
| 116.301 | 116.30 |
| 104.829 | 104.83 |
| 11.6817 | 11.68 |
| 41.889 | 41.89 |
| 101.395 | 101.40 |
| 110.0752 | 110.08 |
| 119.1408 | 119.14 |

Step-by-step for each:
- 31.119 → 3rd dec = 9 → 31.12
- 51.239 → 3rd dec = 9 → 51.24
- 31.434 → 3rd dec = 4 → 31.43
- 501.6427 → 3rd dec = 2 → 501.64
- 121.2307 → 3rd dec = 0 → 121.23
- 21.0429 → 3rd dec = 2 → 21.04
- 51.939 → 3rd dec = 9 → 51.94
- 81.0012 → 3rd dec = 1 → 81.00
- 116.301 → 3rd dec = 1 → 116.30
- 104.829 → 3rd dec = 9 → 104.83
- 11.6817 → 3rd dec = 1 → 11.68
- 41.889 → 3rd dec = 9 → 41.89
- 101.395 → 3rd dec = 5 → round up → 101.40
- 110.0752 → 3rd dec = 5 → round up → 110.08
- 119.1408 → 3rd dec = 0 → 119.14

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Final Answer Summary



#### A. Nearest Whole Number:
- 3.504 → 4
- 18.294 → 18
- 71.903 → 72
- 101.251 → 101
- 21.14 → 21
- 10.529 → 11
- 81.249 → 81
- 118.86 → 119
- 31.232 → 31
- 91.799 → 92
- 118.108 → 118
- 119.138 → 119

#### B. Nearest Tenth:
- 28.483 → 28.5
- 48.19 → 48.2
- 71.686 → 71.7
- 121.812 → 121.8
- 31.194 → 31.2
- 51.937 → 52.0
- 81.312 → 81.3
- 106.0234 → 106.0
- 131.642 → 131.6
- 21.538 → 21.5
- 81.03 → 81.0
- 106.824 → 106.8

#### C. Round to 2 dp:
- 31.119 → 31.12
- 51.239 → 51.24
- 31.434 → 31.43
- 501.6427 → 501.64
- 121.2307 → 121.23
- 21.0429 → 21.04
- 51.939 → 51.94
- 81.0012 → 81.00
- 116.301 → 116.30
- 104.829 → 104.83
- 11.6817 → 11.68
- 41.889 → 41.89
- 101.395 → 101.40
- 110.0752 → 110.08
- 119.1408 → 119.14

---

💡 Tips:


- Always check the digit immediately after the place you're rounding to.
- Remember: 5 or above → round up, otherwise keep same.
- For example: 101.395 → 3rd decimal = 5 → round up → 101.40

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Parent Tip: Review the logic above to help your child master the concept of free worksheet on rounding decimals.
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