The excavation for a basement, 100 feet x 50 feet in plan and 30 feet in depth, costs $12 per cubic yard. The cost of hauling material out of site is $100 per truck. Each truck has a capacity of 10 cubic yard. The cost of using sheet piles and struts as temporary bracing is $50,000. If a 15% overhead is assessed on the total direct cost and the anticipated profit is 10%, the total cost is most nearly O 220,000 O 142,000 O 190,000 O 240,000
The excavation for a basement, 100 feet x 50 feet in plan and 30 feet in depth, costs $12 per cubic yard. The cost of hauling material out of site is $100 per truck. Each truck has a capacity of 10 cubic yard. The cost of using sheet piles and struts as temporary bracing is $50,000. If a 15% overhead is assessed on the total direct cost and the anticipated profit is 10%, the total cost is most nearly O 220,000 O 142,000 O 190,000 O 240,000
Chapter2: Loads On Structures
Section: Chapter Questions
Problem 1P
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![The excavation for a basement, 100 feet x 50 feet in plan and 30 feet in depth, costs $12 per cubic yard. The cost of hauling material out of site is $100 per truck. Each truck has a capacity of 10 cubic yards. The cost of using sheet piles and struts as temporary bracing is $50,000. If a 15% overhead is assessed on the total direct cost and the anticipated profit is 10%, the total cost is most nearly:
- ○ 220,000
- ○ 142,000
- ○ 190,000
- ○ 240,000](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2F40516a15-699d-48b6-8d85-a49712153c27%2F521f759b-069d-44c7-8c72-5a09d22a29b9%2F9unwlz6_processed.png&w=3840&q=75)
Transcribed Image Text:The excavation for a basement, 100 feet x 50 feet in plan and 30 feet in depth, costs $12 per cubic yard. The cost of hauling material out of site is $100 per truck. Each truck has a capacity of 10 cubic yards. The cost of using sheet piles and struts as temporary bracing is $50,000. If a 15% overhead is assessed on the total direct cost and the anticipated profit is 10%, the total cost is most nearly:
- ○ 220,000
- ○ 142,000
- ○ 190,000
- ○ 240,000
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