Thats A Big Ditch.....But Take 100 And Divide By Three. Im Pretty Sure thats how you Do it
There are 3 feet to a yard, so there are 9 (3 x 3) square feet to a square yard, and 27 (3 x 3 x3 ) cubic feet to a cubic yard. The ditch measures 1 x 1 x 135 = 135 cubic feet, so that is 135/27 cubic yards = 5 cubic yards.
1 cubic yard = 27 cubic feet6 inches = 1/2 footVolume of the ditch = (12 x 78 x 1/2) = 468 cubic feet = 17 1/3 cubic yards
4.093 cubic yards
133.33 cubic yards, that's 400 feet
You can't fill a space with yards, only with cubic yards (27 cu.ft.).28 x 12 x 1/3 = 112 cubic feet / 27 cubic feet = 4.148148...cubic yards will be required.
-- 38,899 gallons -- 192.6 cubic yards
To determine how many yards of sand are needed to fill a 275-gallon oil tank, first, convert gallons to cubic yards. There are 27 cubic feet in a cubic yard and 7.48 gallons in a cubic foot. Thus, 275 gallons is approximately 37 cubic feet (275 ÷ 7.48). Dividing by 27 yields about 1.37 cubic yards. Therefore, you would need approximately 1.37 yards of sand to fill a 275-gallon oil tank.
600 US gallons = 138,600 cubic inches = 80.208333... cubic feet = 2.9707 cubic yards. (rounded)
You cannot "fill" a cubic measurement with a square measurement.I think you meant cubic yards.1 cubic yard = 27 cubic feet.Your concrete slab is 1600 x 4/12 cubic feet = 533.333333... cubic feet.533.333333... cubic feet / 27 = 19.753 cubic yards (rounded to third decimal).
42 cubic feet or 1.56 yards.
To fill a 2'x2'x4' square hole, you first calculate the volume in cubic feet. The volume is 2 ft x 2 ft x 4 ft = 16 cubic feet. Therefore, you would need 16 cubic feet of concrete to fill the hole. If you need to convert this to cubic yards, it would be approximately 0.59 cubic yards, since there are 27 cubic feet in a cubic yard.
There are 27 cubic feet in a cubic yard. 3 inches = 0.25 feet 4.25 x 4.25 x 7 = 126.4375 cubic feet. 126.4375 / 27 = 4.68287037037037 cubic yards, rounded to one decimal place, 4.7 -- edit-- Assuming that you want to fill the hole with tightly packed sand, and that the sand is bought loosely packed, you'll need to over-estimate the amount, depending on the differences involved.