Bob Ha
Silver Member
- Joined
- Jul 31, 2009
- Messages
- 215
- Location
- DFW, TX
- Tractor
- NH TN75, Kubota M9960, Kubota M7040, NH T4.85
I'm going to have some gravel put down and was wondering when is the best time. When it's wet or dry conditions? Secondly, is $10 per ton sound about right?
The following formula was provided by the quarry I'll be using. I'm only putting down 3" because it's a current rock driveway but needs some added to it.
The formula for determining the quantity required for my project is as follows:
Length x Width x Depth (in feet) ÷ 27 = Cubic Yards
We then multiply the number of cubic yards by the conversion factor for tons per cubic yard.
By using their formula I would need 167 tons... total cost of $1,670 (see below)
Driveway is 1,000 feet long, 10 feet wide and depth of 3"
1,000 feet long x 10 feet wide = 10,000 square feet
10,000 square feet x 3" thick (3" = 0.25 of 1 foot)
10,000 x 0.25 = 2,500 cubic feet
2,500 cubic feet ÷ 27 cubic feet per cubic yard = 92.6 cubic yards
92.6 cubic yards x 1.8 tons per cubic yard = 167 tons @ $10 per ton
The following formula was provided by the quarry I'll be using. I'm only putting down 3" because it's a current rock driveway but needs some added to it.
The formula for determining the quantity required for my project is as follows:
Length x Width x Depth (in feet) ÷ 27 = Cubic Yards
We then multiply the number of cubic yards by the conversion factor for tons per cubic yard.
By using their formula I would need 167 tons... total cost of $1,670 (see below)
Driveway is 1,000 feet long, 10 feet wide and depth of 3"
1,000 feet long x 10 feet wide = 10,000 square feet
10,000 square feet x 3" thick (3" = 0.25 of 1 foot)
10,000 x 0.25 = 2,500 cubic feet
2,500 cubic feet ÷ 27 cubic feet per cubic yard = 92.6 cubic yards
92.6 cubic yards x 1.8 tons per cubic yard = 167 tons @ $10 per ton