AnswersMath 7 B M12 2526 S2Surface Area of Composite Figures

Surface Area of Composite Figures Answers

10 verified answers
3

What is the surface area of the composite solid?

Question illustration
A
1,508 m2
B
1,658 m2
C
1,808 m2
D
1,958 m2
4

Kayla’s work to find the surface area of a composite solid formed when a rectangular prism and rectangular pyramid are joined at their bases is shown below. SA = square unitsWhat statement best describes Kayla’s error?

Question illustration
A
She used the wrong expression for the lateral faces of the solid. She should have simplified .
Option A
B
She left out one of faces of the solid. She should have simplified .
Option B
C
She used the wrong expression for the lateral faces of the solid and left out the base of the figure. She should have simplified .
Option C
D
She included the face where the pyramid and prism are joined together. She should have simplified .
Option D
8

What is the total surface area of the solid?

Question illustration
A
558 square centimeters
B
702 square centimeters
C
842 square centimeters
D
982 square centimeters
9

Helen wants to find the surface area of the solid pictured on the left, so she constructs a net of the solid pictured on the right.Which statement best describes her work?

Question illustration
A
Helen’s net is incorrect because she forgot to include the shared rectangular face where the upper and lower solids are joined together.
B
Helen’s net is correct because she included the front, back, left, right, and bottom faces of the solid.
C
Helen’s net is incorrect because she treated the figure as a single rectangular pyramid instead of a composite shape.
D
Helen’s net is correct because she reorganized the solid as a triangular prism.
10

Which statement is true about the composite solid?

Question illustration
A
The solid has a total of 9 faces.
B
There are the same number of triangular faces as there are rectangular faces.
C
The solid is formed by joining a rectangular pyramid and a triangular prism at a common face.
D
If all of the triangular faces are congruent, then all of the rectangular faces must be congruent as well.

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