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A Water Tank Has the Shape of a Right Circular

Question 71

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A water tank has the shape of a right circular cone with height 18 feet and radius 14 feet. Water is running into the tank so that the radius r (in feet) of the surface of the water is given by A water tank has the shape of a right circular cone with height 18 feet and radius 14 feet. Water is running into the tank so that the radius r (in feet) of the surface of the water is given by   where t is the time (in minutes) that the water has been running. The volume V of the water is given by   Find   and use it to determine the volume of the water when   minutes. Round to the nearest tenth. A) 150.8 cubic feet B) 193.9 cubic feet C) 938.3 cubic feet D) 2326.6 cubic feet E) 1407.4 cubic feet where t is the time (in minutes) that the water has been running. The volume V of the water is given by A water tank has the shape of a right circular cone with height 18 feet and radius 14 feet. Water is running into the tank so that the radius r (in feet) of the surface of the water is given by   where t is the time (in minutes) that the water has been running. The volume V of the water is given by   Find   and use it to determine the volume of the water when   minutes. Round to the nearest tenth. A) 150.8 cubic feet B) 193.9 cubic feet C) 938.3 cubic feet D) 2326.6 cubic feet E) 1407.4 cubic feet Find A water tank has the shape of a right circular cone with height 18 feet and radius 14 feet. Water is running into the tank so that the radius r (in feet) of the surface of the water is given by   where t is the time (in minutes) that the water has been running. The volume V of the water is given by   Find   and use it to determine the volume of the water when   minutes. Round to the nearest tenth. A) 150.8 cubic feet B) 193.9 cubic feet C) 938.3 cubic feet D) 2326.6 cubic feet E) 1407.4 cubic feet and use it to determine the volume of the water when A water tank has the shape of a right circular cone with height 18 feet and radius 14 feet. Water is running into the tank so that the radius r (in feet) of the surface of the water is given by   where t is the time (in minutes) that the water has been running. The volume V of the water is given by   Find   and use it to determine the volume of the water when   minutes. Round to the nearest tenth. A) 150.8 cubic feet B) 193.9 cubic feet C) 938.3 cubic feet D) 2326.6 cubic feet E) 1407.4 cubic feet minutes. Round to the nearest tenth.


A) 150.8 cubic feet
B) 193.9 cubic feet
C) 938.3 cubic feet
D) 2326.6 cubic feet
E) 1407.4 cubic feet

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