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19. A cylindrical shaped tank that is 30...
show work please Question 11 1 pts A cylindrical tank with a large diameter is filled...
show work please
Question 11 1 pts A cylindrical tank with a large diameter is filled with crude oil to a depth D= 0.800 m. A hole of cross-sectional area A = 4.50 cmin the bottom of the tank allows oil to drain out. What is the drainage rate in cubic meters per second? O 0.00154 O 0.000114 O 0.00178 O 0.00126 O 0.00484 O 0.00223
8. A conical tank 20 feet in diameter and 30 feet tall is leaking water at a rate of 5T cubic fee...
8. A conical tank 20 feet in diameter and 30 feet tall is leaking water at a rate of 5T cubic feet per hour. At what rate is the water level dropping when the water is 15 feet deep? (Show a complete solution on the back.)
8. A conical tank 20 feet in diameter and 30 feet tall is leaking water at a rate of 5T cubic feet per hour. At what rate is the water level dropping when the...
A pool shaped like the bottom half of a sphere is being filled at a rate of 28 cubic feet per min...
A pool shaped like the bottom half of a sphere is being filled at a rate of 28 cubic feet per minute. The radius of the pool is 15 feet. Find the rate at which the depth of water is changing when the water has a depth of 2 feet. (Hint: The volume for the cap of a sphere is V =,haR_h) where R is the radius of the sphere and h is the depth of the cap.) ft/min help...
A cylindrical water tank has a radius of 2.8 feet and a height of 5.6 feet
A cylindrical water tank has a radius of 2.8 feet and a height of 5.6 feet. The water tank is filled to the top. If water can be pumped out at a rate o f36 cubic feet per minute, about how long will it take to empty the water tank? A.3 hours B. 2 hours C.4 minutes D. 1 minute
travelling south at a rate of 20 miles/hr while B is travelling east at 30 mi/hr. How fast is the distance between t...
travelling south at a rate of 20 miles/hr while B is travelling east at 30 mi/hr. How fast is the distance between them changing 1 hour later a. 2 miles /hour b. 4 miles/hour c. 5 miles/hour d. 6 miles/hour 16. The depth of the water in a cylind rical tank 4 m in diameter is increasing at the rate of 0.7 m/min. Find the rate at which the water flowing into the tank a. 5.8 cubic meter per minute...
Water is leaking out of an inverted conical tank at a rate of 11700 cubic centimeters...
Water is leaking out of an inverted conical tank at a rate of 11700 cubic centimeters per min at the same time that water is being pumped into the tank at a constant rate. The tank has height 8 meters and the diameter at the top is 6 meters. If the water level is rising at a rate of 26 centimeters per minute when the height of the water is 5 meters, find the rate at which water is being...
A large cylindrical water tank is mounted on a platform with its central axis vertical. The...
A large cylindrical water tank is mounted on a platform with its central axis vertical. The water level is 3.75 m above the base of the tank, and the diameter of the tanks is 2m. A small hole 2.22 mm in diameter has formed in the base of the tank. Both the hole and the top of the tank are open to the air. We can ignore air resistance and treat water as an ideal fluid with a density of...
A large cylindrical water tank is mounted on a platform with its central axis vertical. The...
A large cylindrical water tank is mounted on a platform with its central axis vertical. The water level is 3.75 m above the base of the tank, and base is 2.00 m above the ground. A small hole 2.22 mm in diameter has formed in the base of the tank. Both the hole and the top of the tank are open to the air. We can ignore air resistance and treat water as an ideal fluid with a density of...
Show all work and label answers (1) A mixing tank is filled and drained in gallons)...
Show all work and label answers
(1) A mixing tank is filled and drained in gallons) after t hours according to f(t) = 9ť – (a) For which time intervals is the volume increasing or decreasing? When does the maximum occur and how many gallons is it? (5 points) (b) For which time intervals is the filling or draining rate increasing or decreasing (i.e. concavity)? At which time is the tanking being filled the fastest (i.e. inflection point)? (5 points)
Math 2413 Derivative Applications Assignment Due: Tuesday, June 18, 2019 (5:30 pm) Name Show all work....
Math 2413 Derivative Applications Assignment Due: Tuesday, June 18, 2019 (5:30 pm) Name Show all work. Label your answers with the proper units. (3 points each ) A spherical ball is being inflated at the rate of 12 cubic inches per second. Find the rate at which the radius of the sphere is growing when the radius is 2 inches. long. 2. A 13 foot ladder is leaning against a wall. The base of the ladder is being palled away...
show work please
Question 11 1 pts A cylindrical tank with a large diameter is filled with crude oil to a depth D= 0.800 m. A hole of cross-sectional area A = 4.50 cmin the bottom of the tank allows oil to drain out. What is the drainage rate in cubic meters per second? O 0.00154 O 0.000114 O 0.00178 O 0.00126 O 0.00484 O 0.00223
8. A conical tank 20 feet in diameter and 30 feet tall is leaking water at a rate of 5T cubic feet per hour. At what rate is the water level dropping when the water is 15 feet deep? (Show a complete solution on the back.)
8. A conical tank 20 feet in diameter and 30 feet tall is leaking water at a rate of 5T cubic feet per hour. At what rate is the water level dropping when the...
A pool shaped like the bottom half of a sphere is being filled at a rate of 28 cubic feet per minute. The radius of the pool is 15 feet. Find the rate at which the depth of water is changing when the water has a depth of 2 feet. (Hint: The volume for the cap of a sphere is V =,haR_h) where R is the radius of the sphere and h is the depth of the cap.) ft/min help...
travelling south at a rate of 20 miles/hr while B is travelling east at 30 mi/hr. How fast is the distance between them changing 1 hour later a. 2 miles /hour b. 4 miles/hour c. 5 miles/hour d. 6 miles/hour 16. The depth of the water in a cylind rical tank 4 m in diameter is increasing at the rate of 0.7 m/min. Find the rate at which the water flowing into the tank a. 5.8 cubic meter per minute...
Show all work and label answers
(1) A mixing tank is filled and drained in gallons) after t hours according to f(t) = 9ť – (a) For which time intervals is the volume increasing or decreasing? When does the maximum occur and how many gallons is it? (5 points) (b) For which time intervals is the filling or draining rate increasing or decreasing (i.e. concavity)? At which time is the tanking being filled the fastest (i.e. inflection point)? (5 points)
Math 2413 Derivative Applications Assignment Due: Tuesday, June 18, 2019 (5:30 pm) Name Show all work. Label your answers with the proper units. (3 points each ) A spherical ball is being inflated at the rate of 12 cubic inches per second. Find the rate at which the radius of the sphere is growing when the radius is 2 inches. long. 2. A 13 foot ladder is leaning against a wall. The base of the ladder is being palled away...
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