https://file.aiquickdraw.com/mathbot/file/1729258768652m4f5s068.jpg

This image represents a composite geometric shape, which is made up of a rectangle and a semicircle attached to one of its sides. The dimensions of the figure are as follows:
- The width of the rectangle is 8 units.
- The length of the rectangle (excluding the semicircle) is 16 units.

To analyze this shape further, I can help you calculate properties like:
1. **The total area of the figure**: This will involve finding the area of the rectangle and the semicircle and then adding them.
2. **The perimeter of the figure**: This would include the straight edges and the curved part of the semicircle.

Would you like to proceed with any of these calculations, or would you like a different type of analysis for this shape?

Here are some follow-up questions for further analysis:
1. Do you need the area of the composite shape?
2. Would you like the perimeter of the figure calculated?
3. Are there any particular units associated with the measurements?
4. Would you like to explore how the shape changes with different dimensions?
5. Are you looking for the volume if the shape is rotated around one axis?

**Tip:** When dealing with composite shapes, break them into simple geometric components like rectangles and circles for easier calculation of properties like area and perimeter.

What is the area and perimeter of a figure composed of a rectangle with dimensions 16 by 8 units and a semicircle with a diameter of 8 units attached to one side of the rectangle?

Learn how to calculate the area and perimeter of a composite shape made up of a rectangle (16 by 8 units) and a semicircle with a diameter of 8 units. Step-by-step instructions for solving this geometry problem, ideal for students in Grades 6-8.

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