1.2345 yards
18.6240 yd³
Depends on the length of the hole.
Approx 10.3 US gallons.
1,500 ft.
How deep? 1 inch will take .7 yards
To calculate the volume of concrete needed to fill a 55-gallon drum, you first need to know the dimensions of the drum. Once you have the dimensions, you can use the formula for the volume of a cylinder (V = πr^2h) to calculate the volume of concrete required. Remember to convert the volume from gallons to cubic inches or feet for accurate results.
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A standard 5-gallon pail has a volume of about 0.019 cubic meters or approximately 0.13 cubic feet. Since concrete typically weighs around 150 pounds per cubic foot, filling a 5-gallon pail would require about 20-25 pounds of concrete, depending on the specific mix and density. This amount is sufficient to fill the pail to the top.
To calculate the volume of concrete needed to fill a hole that is 25 feet deep and 48 inches in diameter, first convert the diameter to feet (48 inches = 4 feet). The radius is then 2 feet. The volume ( V ) of a cylinder is calculated using the formula ( V = \pi r^2 h ). Plugging in the values: ( V = \pi (2^2)(25) \approx 157.08 ) cubic feet. Therefore, it would take approximately 157.08 cubic feet of concrete to fill the hole.
10000yds
.99 yds
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