Elementary Geometry For College Students, 7e
Elementary Geometry For College Students, 7e
7th Edition
ISBN: 9781337614085
Author: Alexander, Daniel C.; Koeberlein, Geralyn M.
Publisher: Cengage,
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How do I solve this Surface Area of Composite Figures question? 

**Surface Area of Composite Figures**

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**Find the surface area of the composite figure.**

[Image Description: A 3D diagram of a composite figure, which includes a red triangular prism sitting on top of a green rectangular prism.]

The dimensions of the triangular prism are as follows:
- Height: 6 inches
- Base: 6 inches
- Triangular faces' dimensions:
  - 5 inches
  - 3 inches

The dimensions of the rectangular prism are as follows:
- Length: 16 inches
- Width: 7 inches
- Height: 3 inches

\(\boxed{\text{Include the base of the green rectangular prism in your answer.}}\)

Fill in the blank:
\[ \text{Surface Area} = \_\_\_\_ \text{ square in.} \]

(Type your answer in the box provided and press enter.)

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**Note:**

The surface area of a composite figure is found by calculating the surface area of each individual shape and then adding them together. Ensure to consider and exclude any overlapping surfaces if necessary.

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**Copyright© 2003-2020 Acellus Corporation. All Rights Reserved.**

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Transcribed Image Text:**Surface Area of Composite Figures** --- **Find the surface area of the composite figure.** [Image Description: A 3D diagram of a composite figure, which includes a red triangular prism sitting on top of a green rectangular prism.] The dimensions of the triangular prism are as follows: - Height: 6 inches - Base: 6 inches - Triangular faces' dimensions: - 5 inches - 3 inches The dimensions of the rectangular prism are as follows: - Length: 16 inches - Width: 7 inches - Height: 3 inches \(\boxed{\text{Include the base of the green rectangular prism in your answer.}}\) Fill in the blank: \[ \text{Surface Area} = \_\_\_\_ \text{ square in.} \] (Type your answer in the box provided and press enter.) --- **Note:** The surface area of a composite figure is found by calculating the surface area of each individual shape and then adding them together. Ensure to consider and exclude any overlapping surfaces if necessary. --- **Copyright© 2003-2020 Acellus Corporation. All Rights Reserved.** --- ***Acellus* Logo**
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