1)Footings-Volume of Concrete
From the given figure,size of the footing is as follows
Length = 3'
Breadth = 3'
Depth =1'
Volume of concrete =Length x breadth xdepth
=3 x3 x 1
=9 Cft
Considering 10% wastage ,concrete required = 9 + 0.9 =9.9 cft
For 10 footings total quantity required = 10 x 9.9 =99 Cft = 3.6 Cubic Yard
2)Columns-Volume of concrete
From the given fig,size of the column is as follows,
Length = 18"=1.5'
Breadth =18" =1.5'
Height =8'
Volume of concrete =1.5 x 1.5 x 8
=18 cft
adding 10% wastage,volume of concrete =18 +1.8 =19.8 cft
For 10 columns,quantity of concrete required = 10 x 19.8 =198 cft =7.3Cubic yard
Question 11 (10 points): Determine the volume of concrete in cubic yards needed to complete 10...
For the figure:
Determine the volume of concrete in cubic yards, the square feet of
forms and rebar needed to complete the beam, only half of the beam
shown in the figure with the other half being mirror image of the
one shown. Include 5% waste in the calculated volume of concrete
and express the volume of concrete in quatter-yard increment,
provide 2" of cover for the rebar in the beam.
Please answer as soon as possible...
Determine the volume...
Determine the number of cubic feet of concrete
needed to pour two sets of the spread footings and
piers shown in the figure below. Use a 10 percent
waste factor.
Choices for QUESTION 2 :
A) 33 pounds
B) 26 pounds
C) 39 pounds
D) 24 pounds
Determine the number of cubic feet of concrete needed to pour two sets of the spread footings and piers shown in the figure below. Use 10 percent waste factor. 4"x4" WOOD COLUMN PB44...
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1) Determine the number of 20-foot-long pieces of rebar that are needed to complete a 80-footlong footing. The pieces are spliced with a lap of 2 feet and form a single bar running the length of the footing. Three inches of cover over the rebar is required at each end of the footing. Linear components should be rounded up to the next whole number to make sure that there are adequate materials. 2) Determine the volume of a 150 foot...
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3. (10 points) A solid of revolution V has a volume of 4 cubic units and cross-sectional...
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Can someone solve this these QUESTIONS please.
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