Numbers (or possibly hundreds) of bricks.Builders' merchants often use metres (yards) of bricks meaning cubic metres (yards).Numbers (or possibly hundreds) of bricks.Builders' merchants often use metres (yards) of bricks meaning cubic metres (yards).Numbers (or possibly hundreds) of bricks.Builders' merchants often use metres (yards) of bricks meaning cubic metres (yards).Numbers (or possibly hundreds) of bricks.Builders' merchants often use metres (yards) of bricks meaning cubic metres (yards).
i think 144
That depends on how thick you want it. Multiply 18ft * 18ft * thickness (in units of feet). That will give you your volume in cubic feet. To convert it to cubic yards divide your answer by 27.
20 i think
9 yards x 27 yards = 243 square yards.
28
Thickness? Do you mean cement or concrete - cement is the binder/adhesive in the concrete.
Numbers (or possibly hundreds) of bricks.Builders' merchants often use metres (yards) of bricks meaning cubic metres (yards).Numbers (or possibly hundreds) of bricks.Builders' merchants often use metres (yards) of bricks meaning cubic metres (yards).Numbers (or possibly hundreds) of bricks.Builders' merchants often use metres (yards) of bricks meaning cubic metres (yards).Numbers (or possibly hundreds) of bricks.Builders' merchants often use metres (yards) of bricks meaning cubic metres (yards).
Im not sure.
6 inches = 1/6 yardVolume = (length) x (width) x (thickness) = (9 x 6.5 x 1/6) = 9.75 cubic yards
25 square yards.
89.55 square yards.
i think 144
30 square yards.
It is not possible to answer the question without knowing whether the patio is 11 ft x 10 ft or 11 yards *10 yards etc.
To calculate the volume of concrete needed to cover the patio, multiply the length, width, and height of the patio together: 6' x 8' x 6' = 288 cubic feet. Since 1 cubic yard is equivalent to 27 cubic feet, divide 288 by 27 to get 10.67 cubic yards of concrete needed to cover the patio. It is advisable to round up to the nearest whole number and account for some extra concrete for any discrepancies or spillage during the pouring process.
If you use a standard 4-inch thickness you will need a minimum of 6.17 cubic yards.