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Let's work through the problem step-by-step:

The question is asking **how many zeros will be in the product of \( 4 \times 500 \)**.

1. **Step 1**: They start by giving the product of \( 4 \times 5 = 20 \).
   - **How many zeros does 20 have?** 20 has **one zero**.

2. **Step 2**: Now we look at the original product, \( 4 \times 500 \).
   - \( 500 = 5 \times 100 \), so multiplying by 500 adds **two more zeros** compared to multiplying by just 5.

3. **Final answer**: \( 4 \times 500 \) has **three zeros** total (one zero from 20 and two more zeros from 500).

So, the dropdown answers should be:
- The first dropdown: **1 zero** (from \( 4 \times 5 = 20 \)).
- The second dropdown: **2 more zeros** (added by multiplying by 500).
- The third dropdown: **3 zeros** in total.

Do you need further clarification or a detailed explanation?

Here are 5 questions that extend this concept:
1. How many zeros would be in the product of \( 6 \times 700 \)?
2. What is the result of multiplying \( 8 \times 600 \), and how many zeros are there?
3. What is the product of \( 9 \times 1000 \), and how many zeros appear in the result?
4. How would the number of zeros change if you multiplied \( 3 \times 50,000 \)?
5. What patterns do you notice in the number of zeros when multiplying by numbers like 100, 500, or 1000?

**Tip**: The number of zeros in a product comes from how many factors of 10 are in the number you are multiplying by.

How many zeros will be in the product of 4 × 500?

Learn how to find the number of zeros in the product of 4 × 500 by breaking it down into smaller steps. This problem explores multiplication and place value concepts, perfect for students in grades 4-5.

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