What number has 2 ten thousands, 2 more thousands than ten thousands, 5 more hundreds than thousands, no tens, and 4 fewer ones than hundreds?


We can solve this step by step based on the given clues.

### Step 1: Break down the problem.
1. **Ten Thousands**: The number has 2 ten thousands.  
   So, the ten thousands digit is 2.

2. **Thousands**: The number has 2 more thousands than ten thousands.  
   Since the ten thousands digit is 2, the thousands digit will be \( 2 + 2 = 4 \).

3. **Hundreds**: The number has 5 more hundreds than thousands.  
   Since the thousands digit is 4, the hundreds digit will be \( 4 + 5 = 9 \).

4. **Tens**: The number has no tens.  
   So, the tens digit is 0.

5. **Ones**: The number has 4 fewer ones than hundreds.  
   Since the hundreds digit is 9, the ones digit will be \( 9 - 4 = 5 \).

### Step 2: Construct the number.
Based on the digits from each place:
- Ten thousands = 2
- Thousands = 4
- Hundreds = 9
- Tens = 0
- Ones = 5

Thus, the number is **24,905**.

Would you like more details on any part of this process?

Here are 5 related questions to expand on the topic:
1. How does place value affect the interpretation of large numbers?
2. What are some common strategies for solving word problems in mathematics?
3. How can you convert a number from word form to standard form?
4. What is the difference between a digit's place value and its face value?
5. How can you check if a number is divisible by certain factors using its digits?

**Tip**: When solving word problems, always break the problem into smaller parts and label each step clearly to avoid confusion.

What number has 2 ten thousands, 2 more thousands than ten thousands, 5 more hundreds than thousands, no tens, and 4 fewer ones than hundreds?

Learn how to construct the number 24,905 by following place value clues: 2 ten thousands, 2 more thousands than ten thousands, 5 more hundreds than thousands, no tens, and 4 fewer ones than hundreds. This step-by-step explanation is perfect for students in Grades 4-5.

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