Go Home

View and
Download
Plans

Additions

Sheds

Decks

Remodeling

Houses

Apartments

Office Bldg

Dental Office

Warehouse

Church

Carwash

Send us an Email

Sponsored By: Please Visit our Sponsor


Copyright © 2011
Total Construction Help, LLC
TotalConstructionHelp.com
All rights reserved

If you Find Our Site
Helpful to You,
We would Appreciate
Any Donations to
Help Us Continue to
Provide You with Free
Up-To-Date
Information
Volume
Building Code Building Department Zoning Department Builder-Contractor Architect Engineer Draftsman
Calculate Beams Calculate Footings Calculate Joists Calculate Columns Calculate Areas Calculate Volume
Calculate Board Feet Calculate Moment of Inertia Calculate Section Modulus Calculate Deflection
Calculate A/C (Heating-Cooling) Calculate Plumbing Calculate Electrical Cad Drawings
Sheds & Work Shop Design Windloads ADA - Handicap Survey and Site Requirements Building Occupancy
Doors Windows Floors Walls Roofs How to Draw Your Own Plans Miscellaneous Free Software

Please Visit Our Sponsors

Calculate Volume

Learn how to calculate the Volume for a Concrete Slab or the amount of Soil in cubic feet or cubic yards.

Compute Volume of a Room or Space for Air Conditioning Design.

The Volume is the Width times the Length time the Height (or thickness) (W x L x H = Volume)

Examples of How to Calculate Different types of Volumes:
  1. Feet (cubic feet)
    1. Problem: Assume a Drive Way of 10 ft by 22 ft = 220 square feet and you need it to be 4 inches thick.
      1. Multiply 10 ft by 22 ft by 4 inches (.33 feet) = 72.6 cubic feet
    2. Problem: Assume a Slab of (10 ft 8 inches) by (22 ft 3 inches) by (6 inch thick) = 118.70375 cubic feet
      1. First convert 8 inches to feet by dividing 8 inches by 12 inches = .67 feet
      2. Next add 10 ft to .67 ft = 10.67 ft
      3. Second convert 3 inches to feet by dividing 3 inches by 12 inches = .25 feet
      4. Next add 22 ft to .25 ft = 22.25 ft
      5. Third convert 6 inches to feet by dividing 6 inches by 12 inches = .5 feet
      6. Finally, multiply 10.67 ft by 22.25 ft by .5 ft = 118.70375 cubic feet
      7. A cubic yard is 3 feet x 3 feet x 3 feet = 27 cubic feet
      8. To find cubic yards, then divide 118.70375 by 27 cubic feet = 4.3964352 cubic yards
    3. Problem: Assume a Room of (10 ft 8 inches) by (22 ft 3 inches) by (8 ft 6 inch high) = 2017.9638 cubic feet
      1. First convert 8 inches to feet by dividing 8 inches by 12 inches = .67 feet
      2. Next add 10 ft to .67 ft = 10.67 ft
      3. Second convert 3 inches to feet by dividing 3 inches by 12 inches = .25 feet
      4. Next add 22 ft to .25 ft = 22.25 ft
      5. Third convert 6 inches to feet by dividing 6 inches by 12 inches = .5 feet
      6. Next add 8 ft to .5 ft = 8.5 ft
      7. Finally, multiply 10.67 ft by 22.25 ft by 8.5 ft = 2017.9638 cubic feet
      8. A cubic yard is 3 feet x 3 feet x 3 feet = 27 cubic feet
      9. To find cubic yards, then divide 2017.9638 by 27 cubic feet = 74.7394 cubic yards
  2. Yards (cubic yards)
    1. Problem: Assume a Hole of 7 yards width by 4 yards long by 5 yards high = 140 cubic yards
      1. Multiply 7 yards by 4 yards by 5 yards = 140 cubic yards
      2. A cubic yard is 3 feet x 3 feet x 3 feet = 27 cubic feet
      3. To find cubic yards, then divide 140 by 27 cubic feet = 5.18519 cubic yards
    2. Problem: Assume a Hole of (7 yards 2 feet) by (4 yards 1 feet) by (5 yards 2 feet) = 188.307 cubic yards
      1. For 7 yards 2 feet
      2. Convert the 2 feet to yards by dividing 2 feet by 3 feet = .67 yards
      3. Add 7 yards to .67 yards = 7.67 yds
      4. For 4 yards 1 feet
      5. Convert the 1 feet to yards by dividing 1 feet by 3 feet = .33 yards
      6. Add 4 yards to .33 yards = 4.33 yards
      7. For 5 yards 2 feet
      8. Convert the 2 feet to yards by dividing 2 feet by 3 feet = .67 yards
      9. Add 5 yards to .67 yards = 5.67 yards
      10. Finally, multiply 7.67 yards by 4.33 yards by 5.67 yards = 188.307 cubic yards
      11. A cubic yard is 3 feet x 3 feet x 3 feet = 27 cubic feet
      12. To find cubic feet, then multiply 188.307 by 27 cubic feet = 5084.2873 cubic feet
  3. Meters (cubic meters)
    1. Problem: Assume a Hole of 5 meters by 9 meters by 3 meters = 135 cubic meters
      1. Multiply 5 meters by 9 meters by 3 meters = 135 cubic meters
    2. Problem: 5 meters 234 centimeters by 9 meters 158 centimeters 3 meters 365 centimeters = 161.29445 cubic meters
      1. Add 5 meters to .234 meters = 5.234 meters
      2. Add 9 meters to .158 meters = 9.158 meters
      3. Add 3 meters to .365 meters = 3.365 meters
      4. Finally, multiply 5.234 meters by 9.158 meters by 3.365 meters = 161.29445 cubic meters
Other methods of computing Cubic Feet, or Cubic Yards are:

For example, to calculate cubic yards if you have computed the cubic feet then:
(1 cubic yard = 3 feet by 3 feet by 3 feet = 27 cubic feet)
If you compute an area of 25 feet by 45 feet by 12 feet = 13500 cu.ft.
Divide 13500 cu.ft. by 27 cu.ft. = 500 cubic yards

For example, to calculate square feet if you have computed the square yards then:
(1 cubic yard = 3 feet by 3 feet by 3 feet = 27 cubic feet)
If you compute an area of 6 yards by 11 yards by 5 yards = 330 cu.yds
Multiply 330 cu.yds by 27 cu.ft. = 8910 cubic feet

For example, to calculate square meters if you have computed the square feet then:
(1 meter = 39.36 inches = 3.28 feet)
(1 cubic meter = 39.36 inches x 39.36 inches x 39.36 inches = 60976.89 cu. inches)
(1 cubic meter = 3.28 feet x 3.28 feet x 3.28 feet = 35.287552 cu. feet)
If you compute an area of 25 feet by 45 feet by 12 feet = 13500 cu.ft.
Divide 13500 cu.ft. by 35.287552 cu.ft. = 382.57117 cubic meters