Just multiply 1/2 foot x 12,000 square feet. The answer will be in cubic feet.
I'm pretty sure you just have to find the volume of the hole. The answer might sound weird because you didn't say the type of measurement the hole is using but oh well. So if it's 71 by 71 and 6 deep, you just do 71x71x6. And that gives you....hmmm.....ummm.....got it! It gives you 30,246 dirt! I told you it sounds weird without the types of measurements, but it'll do. You would need 30,246 amount of dirt.
about 432 cubic inches
About 21 cubic feet
None, as a hole which is 6 inches wide and 42 inches long has no depth and thus no volume.
There is no dirt in the hole, otherwise it would not be a hole! If you want to know how much dirt is required to fill the hole, or, equally, how much dirt has been removed to make the hole, that is the volume of the hole itself, then: The volume of the hole is length x width x height. The height is in inches, so must be converted to feet first: 12 in = 1 ft ⇒ 1.5 in = 1.5 ÷ 12 ft The volume of the hole is then: 19 ft x 6 ft x 1.5 ÷ 12 ft = 14.25 cu ft
how much 1" rock will I need to fill in a hole 20' long, 2' wide' and about 2' deep
You need 13 yrd's of fill
Volume = Length x width x height =4x15x15 =900 Cubic Feet
Just multiply 1/2 foot x 12,000 square feet. The answer will be in cubic feet.
I'm pretty sure you just have to find the volume of the hole. The answer might sound weird because you didn't say the type of measurement the hole is using but oh well. So if it's 71 by 71 and 6 deep, you just do 71x71x6. And that gives you....hmmm.....ummm.....got it! It gives you 30,246 dirt! I told you it sounds weird without the types of measurements, but it'll do. You would need 30,246 amount of dirt.
post a lisitng on cleanfill.net in the need fill section its free
112 cuft
The fill hole is the dipstick hole itself. You usually need a long funnel to get fluid into it, and it's slow to fill because of this.
about 432 cubic inches
About 21 cubic feet
To calculate the volume of dirt needed to fill a circular area, you first need to find the area of the circle (πr^2, where r is the radius). In this case, for a 14-foot circle, the radius is 7 feet. Once you find the area, you can calculate the volume of dirt needed based on the desired depth of filling the circle.