It appears that the task involves converting numbers from expanded form to standard form. Let's break this down step by step and solve a few examples to illustrate the process.
Understanding Expanded Form
Expanded form is a way of writing numbers by adding the value of each digit according to its place value. For example:
- The number 5,327 in expanded form is written as \( 5000 + 300 + 20 + 7 \).
Understanding Standard Form
Standard form is the typical way we write numbers, such as 5,327.
Steps to Convert from Expanded Form to Standard Form
1. Identify each term in the expanded form.
2. Add all the terms together.
3. Write the result in standard form.
Solving Examples
#### Example 1: \( 5000 + 200 + 60 + 5 \)
- Breakdown:
- \( 5000 \) (thousands place)
- \( 200 \) (hundreds place)
- \( 60 \) (tens place)
- \( 5 \) (ones place)
- Add them together:
\[
5000 + 200 + 60 + 5 = 5265
\]
-
Answer: \( 5265 \)
#### Example 2: \( 7000 + 300 + 70 + 5 \)
- Breakdown:
- \( 7000 \) (thousands place)
- \( 300 \) (hundreds place)
- \( 70 \) (tens place)
- \( 5 \) (ones place)
- Add them together:
\[
7000 + 300 + 70 + 5 = 7375
\]
-
Answer: \( 7375 \)
#### Example 3: \( 8000 + 600 + 90 + 4 \)
- Breakdown:
- \( 8000 \) (thousands place)
- \( 600 \) (hundreds place)
- \( 90 \) (tens place)
- \( 4 \) (ones place)
- Add them together:
\[
8000 + 600 + 90 + 4 = 8694
\]
-
Answer: \( 8694 \)
#### Example 4: \( 20 + 20 + 2 \)
- Breakdown:
- \( 20 \) (tens place)
- \( 20 \) (tens place)
- \( 2 \) (ones place)
- Add them together:
\[
20 + 20 + 2 = 42
\]
-
Answer: \( 42 \)
#### Example 5: \( 900 + 10 + 7 \)
- Breakdown:
- \( 900 \) (hundreds place)
- \( 10 \) (tens place)
- \( 7 \) (ones place)
- Add them together:
\[
900 + 10 + 7 = 917
\]
-
Answer: \( 917 \)
General Pattern
For any expanded form, simply add up all the components to get the standard form.
Final Answer
If you need solutions for specific problems from the image, please provide the exact expanded forms you want solved, and I can compute them for you! Otherwise, the general method above should help you convert any expanded form to standard form.
Boxed Final Answer for the first example:
\[
\boxed{5265}
\]
Parent Tip: Review the logic above to help your child master the concept of free expanded form worksheet.