An 8 ft diameter by 16 ft height vertical tank is receiving water (? = 62.5 lb/ft3) at the rate of 295 gal/min and discharging through a 4-in ID line with a constant speed of 6 fps. At a given instant, the tank is half full. Determine the following: QUESTION #1: What is the mass change in the tank? note: round off to 2 decimal place

An 8 ft diameter by 16 ft height vertical tank is receiving water (? = 62.5 lb/ft3) at the rate of 295 gal/min and discharging through a 4-in ID line with a constant speed of 6 fps. At a given instant, the tank is half full. Determine the following: QUESTION #1: What is the mass change in the tank? note: round off to 2 decimal place

Engineering Fundamentals: An Introduction to Engineering (MindTap Course List)

5th Edition

ISBN:9781305084766

Author:Saeed Moaveni

Publisher:Saeed Moaveni

Chapter10: Force And Force-related Variables In Engineering

Section: Chapter Questions

Problem 45P

See similar textbooks

Similar questions

PLEASE ANSWER QUESTION #1 ONLY, DISREGARD THE OTHER PROBLEMS GIVEN. SHOW COMPLETE SOLUTION. THANK YOU. An 8 ft diameter by 16 ft height vertical tank is receiving water (? = 62.5 lb/ft3) at the rate of 295 gal/min and discharging through a 4-in ID line with a constant speed of 6 fps. At a given instant, the tank is half full. Determine the following: QUESTION #1: the mass change in the tank (sample answer: 20,287.65 lb. round off to 2 decimal place QUESTION #2: the water level in the tank 15 min. later (sample answer: 20,287.65 ft round off to 2 decimal place QUESTION #3: the volume change in the tank (sample answer: 20,287.65 cu ft round off to 2 decimal place
Water flows through a pipe 25 mm in diameter at a velocity of 6 m/s. Determine whether the flow will be laminar or turbulent assuming that the dynamic viscosity of water is taken as1.30 × 10−3 kg/ms and its mass density as 1000 kg/m3. If oil of specific gravity 0.9 and dynamic viscosity 9.6 × 10−2 kg/ms is pumped through the same pipe, what type of flow will occur?
An inverted conical container has a diameter of 39 inches and a depth of 22 inches. If water is flowing out of the vertex of the container at a rate of 39π in3/sec, how fast in in/sec is the depth of the water dropping when the height is 9 in? Express your answer in 3 decimal places.
A cylindrical tank 10 ft. high and 4 ft in diameter placed so that its axis is horizontal. It is filled with water to a depth of 3 ½ ft. How many gallons of water in the tank? (Hint: 1 cu.ft. = 7.48 gal.)
Water with a velocity of 4.13 m/s flows through a 119 mm diameter pipe. Solve for the volume flow rate in m3/s. Express your answer in 3 decimal places.
Consider the piping system shown in the accompanying figure. The speed of water flowing through the 10 cm diameter section of the piping system is 1 m/s. What is the volume flow rate of water in the piping system? Express the volume flow rate in L/s. For the case of steady flow of water through the piping system, what is the speed of water in the 7.5 cm diameter section of the system?
Show complete solution and 3 decimal places for the final answer. Asap thanks! A truck carrying fully-filled water container that is 2.5m long, 2.5m wide, and 2m high. The entire mass is 3000kg encountered an unbalanced force of 15kN. Estimate the volume of spilled water m^3.
A plunger (54 mm Ø and 0.5 m long) is moving through a horizontal cylinder (60 mm Ø) containing oil at a speed of 8 m/sec that has a viscosity of 7.1x10-6 m2/sec and specific gravity of 0.84. Calculate the force needed to maintain its velocity. Use 2 decimal places.
Calculate the pressure difference between the centers of tanks A and B. If the entire system is rotated 180° about the axis MM. What changes in pressure between the tanks will be necessary to keep the positions of the fluids unchanged?
A venturi meter with throat diameter of 37.5 mm and coefficient of discharge of 0.957 is connected to a 75 mm pipe to measure the discharge of oil with specific gravity of 0.853. A differential gage filled with liquid with specific gravity of 1.35 is connected. If there is a 415 mm difference in the height of the fluid in the meter, what is the flowrate of oil? (PLEASE USE BERNOULLI'S ENERGY EQUATION) INCLUDE COMPLETE SOLUTION PLEASE
A plastic cup, 15.0 cm in height, is filled to the rim with water and is resting on a table. A small hole is punctured in the cup at a height 9.00 cm above the bottom of the cup and is allowing water to spew out. What is the speed of the water when it strikes the table?
From point A to point B of the system shown in the figure, oil flows (specific gravity of 8.64 kN/m3). A) Calculate the volumetric flow of the oil. ( WORK LIKE NEW PLEASE)