There are __ square faces on the surface of the figure. Each square face has an area of __ ft². So, the area of all the visible square faces is __ ft².
There are __ non-square rectangles on the surface of the figure. Each rectangle has an area of __ ft². So, the surface area of all the visible non-square rectangles is __ ft².
The surface area of the figure is __ ft².
To provide a precise answer, I would need specific details about the figure you’re referring to, such as its shape and dimensions. However, I can guide you on how to calculate the surface area based on the information you have.
1. Identifying Square Faces:
– Count the number of square faces on the figure.
– Multiply the number of square faces by the area of one square face to find the total area of the square faces.
2. Identifying Non-Square Rectangles:
– Count the number of non-square rectangle faces on the figure.
– Multiply the number of rectangles by the area of one rectangle to get the total area for these shapes.
3. Calculating Total Surface Area:
– Add the total area of the square faces and the total area of the non-square rectangles to find the overall surface area of the figure.
Please provide the necessary details about the specific figure to obtain the exact numerical answers, or refer to the extended services page for comprehensive assistance.