Cannot be answered with only these measurements. For a rectangular pool, the length, width and depth are needed. For a round pool, the diameter and depth are needed.
36 feet.
Circumference of a circle = 2*pi*radius or diameter*pi
shall assume the 18ft measurement is the diameter, not radius. 18ft = 5.486m = diameter 52in = 1.321m = depth pi x radius(squared) = area of the circle pi x 2.243(squared) = 15.8055 meters squared area x depth = volume in meters cubed 15.8055 x 1.321 = 20.879 meters cubed 1 meter cubed = 1000L 20.879 meters cubed = 20879L 20879L is: 5515.648 US Gallons 4592.738 UK Gallons
It is unlikely that the pool is 48 feet deep but there is no indication as to what units the depth is measured in. Consequently it is not possible to answer the question.
Assuming the pool is a perfect circle, it is 18 x pi feet or about 56.55 feet.
Cannot be answered with only these measurements. For a rectangular pool, the length, width and depth are needed. For a round pool, the diameter and depth are needed.
36 feet.
Carefully ..... and as level as possible.
Carefully ..... and as level as possible.
Circumference of a circle = 2*pi*radius or diameter*pi
A pool this size can hold up to about 5,250 gallons of water.
shall assume the 18ft measurement is the diameter, not radius. 18ft = 5.486m = diameter 52in = 1.321m = depth pi x radius(squared) = area of the circle pi x 2.243(squared) = 15.8055 meters squared area x depth = volume in meters cubed 15.8055 x 1.321 = 20.879 meters cubed 1 meter cubed = 1000L 20.879 meters cubed = 20879L 20879L is: 5515.648 US Gallons 4592.738 UK Gallons
To raise the pH in an 18ft pool, you can start by adding 1.5 pounds of baking soda. Begin by sprinkling it around the pool perimeter and let it dissolve thoroughly before testing the pH again. Keep in mind that the exact amount needed may vary based on your pool's specific conditions.
A linear foot is the same as a foot. So, an 18-foot diameter circle would measure 18 linear feet in diameter!
It is unlikely that the pool is 48 feet deep but there is no indication as to what units the depth is measured in. Consequently it is not possible to answer the question.
since c of the pool is 18 then 2pieR = 18 /2 pieR=9 /pie R=9/pie the radius is 9/pie