Simply select the correct unit in the drop down area and the calculator will do the following conversions for you: Our online calculator is able to do the conversions for you, saving you time and effort! ⏱️ You may have noticed that in the above examples we change between tons and pounds, feet and yards and so on. $$Cost = Price\,per\,unit\,volume \times Volume = 12.5 \,$/yd^3 \times 525\,lb = $2.32$$ What if my measurements are in different units?įinally, at this point it’s likely you are wondering what to do if you are working with different units. When you are all done, you can review the video, upload it for processing, and you’re all set. You set up cones 25 feet (or 10 meters) apart, place the stockpile in the frame, and walk around the stockpile. This stockpile measurement application enables you to manage your construction aggregates inventories online, collect stockpile data in minutes, and receive tonnage and volume calculations within a few minutes to a few hours. One method that our customers love is the ability to take stockpile volume measurements via the iPhone app. I therefore enter the measurements into the calculator which does the following operations to work out the weight and cost of the crushed stones: Stockpile Reports released its Stockpiles application on the Apple® iPhone® App Store. If so, then you can calculate this yourself using the formula: Of course, you might not know the price per unit mass/volume. $$Cost = Price\,per\,unit\,volume \times Volume$$ $$Cost = Price\,per\,unit\,mass \times Weight$$ Gravel, along with other types of rock fragments such as sand and crushed stone, is commonly used for construction purposes, though it has other uses as well. If you know the price per unit mass/volume of the crushed material, then the calculator can also work out the total cost of the aggregate using the formula: Click on the drop down menu to see all the options! NB: Our calculator has many standard densities already programmed for you – for example, gravel (105 lb/ft³), concrete (150 lb/ft³), sand (100 lb/ft³), and many more. $$Weight = Density\,of\,aggregate \times Volume$$
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