# How do I figure out how much dirt I will need to fill 2 spaces, one is 43' x 2' and the other is 30'x 2'. 2 inches deep

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Posted on Jan 02, 2017

24 x 5 x 1.33 = 160 cubic feet
160 cf / 27 = 5.93 (or around 6 cubic yards)

Posted on Mar 04, 2010

SOURCE: i am trying to determine

12x8=96
96x1/6 =16 cu/ft 1/6=2/12 the 2" out of 12"
Depending on stone stone weighs about 100lbs per cu/ft, so that would b 1600 lbs. A little less than a ton.If you're going to buy in bulk, just get one ton you can always spread it out and make it slightly deeper. If you want to be sure ,you can measure out 1 cu/ft (take a 12x12x12box) fill it and weigh it. Then multiply by 16 and that's how much you'd need..

Posted on Oct 29, 2010

Using formula V = Pi r 2 h, I'd say about 93 cubic feet. This is using 3.14 for Pi.

Posted on Mar 10, 2014

43560

Posted on Mar 25, 2015

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12x8=96
96x1/6 =16 cu/ft 1/6=2/12 the 2" out of 12"
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### Show me how to work this problem out on paper.a cylindrcal pale is 12 inches wide ( r=6 inches) and 10 inches tall. how many times would you have to fill the pale to move 5600 cubic of dirt

Hello,
I will give you some hints, and indications. You do the Math.
You have a certain volume of dirt that has to be moved. For that you use a pale the volume of which you do not know right now, but can calculate.

The final question is: How many time do you have to scoop with the pale to move the volume of dirt.

Answer: The number of times I have to fill the pale is equal to the Total volume of dirt divided by the as yet unknown volume of the pale.

As you can see we cannot proceed further until we find the volume of the pale.

Volume of pale
Solid Shape? Cylinder (its base is circular)
Volume of a cylinder: Area of the circular base times the height (10inc.)
To calculate the volume I need the area of the circular base.

Area of the base =Pi* square of radius = Pi *(6)^2 in^2 (do not forget the units)

Volume of pale = Pi* (6^2)*10 in^2 * in =Pi*10*6^2 cubic inches.

Number of times one has to scoop.

Number = Volume of dirt / volume of pale

You cannot proceed further until you correct the error in the data. As you can see, when you calculate the volume of the pale the unit is cubic inches. However, your question states 5600 cubic of dirt.
Do you see what is missing?

Now you are on your own. Good sailing.

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