That is about 135 cu ft., or 5 yards
Oops . . . please repost your question and include the depth of the concrete. You have to have all 3 dimensions in order to calculate volume (Cubic Yards of concrete).
25 x 5 x .5 = 62.5 cf / 27 = 2.31 cubic yards. Order 3.
A. six inches. When parking on a public road, you must not park more than six inches away from the curb in order to ensure that the flow of traffic is not obstructed and for safety reasons.
Yes, in order to enforce parking restrictions, no parking signs must be posted.
You should practice parallel parking first, as it helps develop spatial awareness and control in tight spaces. Next, practice perpendicular parking, as it builds confidence in entering and exiting parking spots. Lastly, practice angled parking, since it typically requires less precision and is often easier for beginners. Mastering these maneuvers in this order will help you progressively build your parking skills.
6x18=108sqft 108divided by 80=1.35yards
3 cu.yds
Discount parking seems to unfortunately only be available for airport parking.
The parking lot has the lowest specific heat among the three. This is because materials like asphalt and concrete, commonly used in parking lots, typically have lower specific heat capacities compared to water, which fills swimming pools. Grass has a higher specific heat than the parking lot but lower than that of water. Thus, the order from lowest to highest specific heat is the parking lot, grass, and then the swimming pool.
To calculate the amount of concrete needed for a patio that is 12 feet long, 12 feet wide, and 3 inches deep, first convert the depth from inches to feet: 3 inches is 0.25 feet. The volume in cubic feet is then calculated as 12 ft x 12 ft x 0.25 ft, which equals 36 cubic feet. For a standard estimate, you'll need approximately 1.33 cubic yards of concrete, since there are 27 cubic feet in a cubic yard. Therefore, you should order about 1.5 cubic yards to account for spillage or settling.
Yes, look out for parking meters also.........
Daffodils should be planted about 6-8 inches deep in order to thrive.