Absolutely! Let’s solve this step by step.
---
🔍 Understanding the Concepts:
-
Face Value: The actual value of the digit itself, regardless of its position.
Example: In 59, the face value of 9 is just
9.
-
Place Value: The value of the digit based on its position in the number.
Example: In 59, the 5 is in the
Tens place, so its place value is
50 (5 × 10).
We are to find the
Place Value and
Face Value of the
underlined digit in each number.
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📊 Let’s Complete the Table:
#### 1. Number:
59 → Underlined digit:
9
- Place Value:
Ones → 9 × 1 =
9
- Face Value:
9
✔ Already filled correctly.
---
#### 2. Number:
28 → Underlined digit:
2
- 2 is in the
Tens place.
- Place Value:
Tens → 2 × 10 =
20
- Face Value:
2
---
#### 3. Number:
109 → Underlined digit:
0
- 0 is in the
Tens place.
- Place Value:
Tens → 0 × 10 =
0
- Face Value:
0
> Note: Even though the digit is 0, its face value is still 0, and its place value is also 0.
---
#### 4. Number:
284 → Underlined digit:
2
- 2 is in the
Hundreds place.
- Place Value:
Hundreds → 2 × 100 =
200
- Face Value:
2
---
#### 5. Number:
687 → Underlined digit:
7
- 7 is in the
Ones place.
- Place Value:
Ones → 7 × 1 =
7
- Face Value:
7
---
#### 6. Number:
359 → Underlined digit:
5
- 5 is in the
Tens place.
- Place Value:
Tens → 5 × 10 =
50
- Face Value:
5
---
✔ Final Completed Table:
| Number | Place Value | Face Value |
|--------|-------------|------------|
| 59 | Ones | 9 |
| 28 | Tens | 2 |
| 109 | Tens | 0 |
| 284 | Hundreds | 2 |
| 687 | Ones | 7 |
| 359 | Tens | 5 |
---
💡 Summary:
- Always identify
which digit is underlined.
- Determine its
position (Ones, Tens, Hundreds) — that’s the
Place Value name.
- Multiply the digit by the place value multiplier (1, 10, 100) to get the
numerical place value.
- The
face value is always just the digit itself.
Let me know if you’d like a visual chart or explanation for kids too! 😊
Parent Tip: Review the logic above to help your child master the concept of place value and face value worksheet for grade 2.
