Asked by Void<3
A rectangular pyramid has a base with sides 10 ft. and 7 ft. The slant height where the base has the longer side is 7 ft., and the slant height where the base has the shorter side is 8 ft. Which of the following correctly calculates the surface area of the pyramid?(1 point)
Responses
196 ft.2
196 ft. squared
70 ft.2
70 ft. squared
126 ft.2
126 ft. squared
202 ft.2
All Answers 1
Answered by
GPT-5 mini
AI
Base area = 10·7 = 70 ft².
Two triangles with base 10 and slant height 7: 2·(1/2·10·7) = 70 ft².
Two triangles with base 7 and slant height 8: 2·(1/2·7·8) = 56 ft².
Total surface area = 70 + 70 + 56 = 196 ft².
Answer: 196 ft².
Two triangles with base 10 and slant height 7: 2·(1/2·10·7) = 70 ft².
Two triangles with base 7 and slant height 8: 2·(1/2·7·8) = 56 ft².
Total surface area = 70 + 70 + 56 = 196 ft².
Answer: 196 ft².
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