The number exactly between 200 and 500 is found by calculating the average of the two numbers. Here's how you do it:

\[
\text{Average} = \frac{200 + 500}{2} = \frac{700}{2} = 350
\]

So, the number exactly between 200 and 500 is **350**.

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Here are five related questions you might find interesting:
1. What is the number exactly between 100 and 300?
2. How do you find the midpoint of two decimal numbers?
3. If you have a range of 200 to 500, how do you find the number that is 25% of the way through this range?
4. How would you calculate the midpoint of two negative numbers?
5. Can you find the average of three numbers, say 200, 350, and 500?

**Tip:** Finding the midpoint between two numbers is useful for understanding ranges and averages in various contexts, including statistics and geometry.

Discover how to find the number exactly between 200 and 500 using the average formula. This mathematical problem involves understanding averages and midpoints, which are essential in basic arithmetic. Suitable for students in Grades 4-6.

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