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It seems like the image displays a math problem about "Area Puzzles" involving rectangles and squares. Based on the visible content, the task asks to find the area of a shaded region between two rectangles, where the "inner" rectangle is nested inside the "outer" one. It mentions that the "inner" rectangle has a width of 1 unit.

To help further, could you clarify any specifics, such as dimensions of the rectangles or additional details from the question? Once we know that, I can walk you through the solution process.

Would you like more details or assistance with the current question?

Here are some follow-up questions that could help you explore this concept further:

1. How do you calculate the area of a rectangle?
2. What is the formula for the area of the shaded region between two shapes?
3. How does the width of the inner rectangle affect the shaded area?
4. What is the difference between finding the area of squares versus rectangles?
5. Can you think of any real-life examples where nested shapes appear?

**Tip**: Always subtract the area of the inner shape from the outer shape to find the area of the shaded region.

One rectangle is nested within another. Find the area of the shaded region if the 'inner' rectangle is 1 unit wide.

Solve an area puzzle involving nested rectangles. This problem focuses on finding the area of the shaded region between two rectangles, using the width of the inner rectangle. It covers key geometry concepts and is suitable for students in Grades 5-7.

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