A circular swimming pool is 4 feet deep and has a diameter of 15 feet. If it takes 7.5 gallons of water to fill one cubic foot, to the nearest whole number, how many gallons are needed to fill this swimming pool.Diameter = 2r A = π r^2 V = 4A W = 7.5V
A swimming pool is 40 feet long, 20 feet wide, 8 feet deep at the deep end, and 3 feet deep at the shallow end; the bottom is rectangular. If the pool is filled by pumping water into it at the rate of 40 cubic feet per minute, how fast is the water level rising when it is 3 feet deep at the deep end?
The portion of a swimming pool that is below the full water line measures 12 feet by 30 feet by 6 feet deep. what is the volume of the water in the swimming pool when it is fully, expressed in cubic yards? (1 cu yd= 27 cu ft )
If a circular swimming pool is 200 feet around, what is the diameter of the pool?
A circular pool 6 feet in diameter is surrounded by a flowerbed that is 3 feet wide? How much fencing is needed to go around the outside of the bed? round to the nearest hundredth foot.
You have just built a swimming pool measuring 12 feet width by 28 feet length and 12.5 feet depth. how much water will it take to fill it to a depth of 8 ft
A circular pool has a diameter of 12 feet. It is filled to a depth of 18 inches with water. What volume of water is in the pool?
Mr. Kimball has a swimming pool that measures 20 feet long by 15 feet wide. He is adding a walkway around the pool that is 3 feet wide all around. What will be the perimeter of the walkway?
rectangular prism: height 7 feet, width 4 feet and length 3 feet Find the volume Cylinder: radius 3.5 feet and height 7 feet Find the volume Van cargo space measures 8 feet tall by 5 feet wide by 13 feet deep. find the volume instruments will take up about 37 cubic feet Based on the volume measurements, will the objects fit in the van? prove your answer
The rectangular swimming pool in the figure shown measures 40 feet by 60 feet and contains a path of uniform width around the four edges. The perimeter of the rectangle formed by the pool and the surrounding path is 248 feet. Determine the width of the path.
Suppose that water is pouring into a swimming pool in the shape of a right circular cylinder at a constant rate of 9 cubic feet per minute. If the pool has radius 3 feet and height 11 feet, what is the rate of change of the height of the water in the pool when the depth of the water in the pool is 9 feet?
I have a round tank that is 3 feet in diameter and 8 feet deep. How many gallons of water will it hold?