Absolutely! Let's break down each number into its expanded form as a sum of hundreds, tens, and units. Here is the step-by-step breakdown for each:
1. 528:
- Hundreds place: 500
- Tens place: 20
- Units place: 8
- Expanded form: [tex]\( 500 + 20 + 8 \)[/tex]
2. 130:
- Hundreds place: 100
- Tens place: 30
- Units place: 0
- Expanded form: [tex]\( 100 + 30 + 0 \)[/tex]
3. 689:
- Hundreds place: 600
- Tens place: 80
- Units place: 9
- Expanded form: [tex]\( 600 + 80 + 9 \)[/tex]
4. 421:
- Hundreds place: 400
- Tens place: 20
- Units place: 1
- Expanded form: [tex]\( 400 + 20 + 1 \)[/tex]
5. 708:
- Hundreds place: 700
- Tens place: 0
- Units place: 8
- Expanded form: [tex]\( 700 + 0 + 8 \)[/tex]
6. 567:
- Hundreds place: 500
- Tens place: 60
- Units place: 7
- Expanded form: [tex]\( 500 + 60 + 7 \)[/tex]
7. 963:
- Hundreds place: 900
- Tens place: 60
- Units place: 3
- Expanded form: [tex]\( 900 + 60 + 3 \)[/tex]
8. 806:
- Hundreds place: 800
- Tens place: 0
- Units place: 6
- Expanded form: [tex]\( 800 + 0 + 6 \)[/tex]
Thus, the expanded forms are:
1. [tex]\( 528 \quad 500 + 20 + 8 \)[/tex]
2. [tex]\( 130 \quad 100 + 30 + 0 \)[/tex]
3. [tex]\( 689 \quad 600 + 80 + 9 \)[/tex]
4. [tex]\( 421 \quad 400 + 20 + 1 \)[/tex]
5. [tex]\( 708 \quad 700 + 0 + 8 \)[/tex]
6. [tex]\( 567 \quad 500 + 60 + 7 \)[/tex]
7. [tex]\( 963 \quad 900 + 60 + 3 \)[/tex]
8. [tex]\( 806 \quad 800 + 0 + 6 \)[/tex]
Each number is broken down into the sum of its hundreds, tens, and units places respectively.
