A cylindrical steel tank is 6 m in diameter and 9m high at -15°C is completely full of gasoline. If the temperature increases to 22 °C. Taking into account the expansion of the tank itself, how much gasoline will overflow?

A cylindrical steel tank is 6 m in diameter and 9m high at -15°C is completely full of gasoline. If the temperature increases to 22 °C. Taking into account the expansion of the tank itself, how much gasoline will overflow?

Elements Of Electromagnetics

7th Edition

ISBN:9780190698614

Author:Sadiku, Matthew N. O.

Publisher:Sadiku, Matthew N. O.

ChapterMA: Math Assessment

Section: Chapter Questions

Problem 1.1MA

See similar textbooks

Similar questions

A 3-kg plastic tank has a volume capacity of 0.2 m^3 and is filled with water. What is the mass of air that the tank can carry? How many tanks can be filled by helium (SG = 0.138) if the total mass of helium is the same with that of air? How many tanks can be filled with oxygen (SG = 1.1044) if the total mass of oxygen is the same with that of air?
Figure 0 shows the change in density of a newtonian fluid with temperature, ing/m^3.Falling spere experiments give average times of 0.2s @ 10 c and 0.23s @ 20 cUsing the equation u=K(ps-pf)tWhere K is found to be 1.34Ps=2300 kg/m3Calculate the viscosity of the fluid at 20 c and 10 c
A flat-bottomed raft is traveling across a shallow lake at 6 ms-¹. The lake is 10 cm deep. If the raft has a surface area of 3 m² and the lake is full of water with viscosity of 0.001 Pa s, determine the force required to maintain the raft's speed. [0.18 N]
cuboid object made of iron (density 7.7x10^3 kg/m^3) ( 1 cm on each side) when placed in a container filled with water and mercury. Object floating between layer of water and mercury as in the figure fine how long this object has suck into the mercury. if water have a density 10^3 kg/m^3 and mercury have a density 13.6x10^3 kg/m^3
Answer it correctly. I need the right solution within 20-40min
A steel ball with the density of 6324 kg/m and the radius of 0,48 cm was dropped into the oil whose viscosity was to be measured as is seen in the figure. When the ball attains a constant velocity, the distance that the ball travelled was measured as 97 cm within the time interval of 4 sec. Before the experiment, the mass of the 100 ml-oil was measured as 2,8 gr. According to the data given above, find; a) the density of the oil (in kg/m). (Please do not use any decimal digit.) Yanıt:
The U-tube at both ends is open to the atmosphere. And the liquid between water and oil does not mix on different sidesWhere d = 12.3 mm as shown and a = 67.5 mm, find the density of oil. [Let the water density be 1000 kg / m ^ (3)] and answer in kg / m ^ (3).
Capillary rise of 3 mm is noticed when a glass tube is immersed in a container containing oil of specific gravity 0.64. The contact angle of oil is 190 and surface tension of the oil at 200C in contact with air is 0.088175 N/m. Find the following: (i) Mass density of the oil in kg/m3 (ii) Capillary rise of oil in the glass tube in m of oil
A 500-BHp gasoline engine uses fuel oil of 30 °API gravity, fuel consumption is 0.83 Ib/BHp -hr. Cost of fuel is Php 9.95 per liter. Determine the minimum volume of cubical day tank in cm³, ambient temperature is 53°C.
hi, can you solve this ? A smooth circular hole at the bottom of a metal cylinder is 0.04 mm in diameter. Ethanol is filled into the cylinder until it drips from the hole. Since the surface tension of the ethanol wetting the metal at ambient temperature is 22.3 dyn / cm and its density is 0.789 g / cm3, what is the minimum height of the ethanol in the cylinder for dripping to begin?
For liquid viscosity measurement, it is desired to create a viscometer consisting of two 30 cm long concentric cylinders. The diameter of the inner cylinder is 20 cm and the diameter of the outer cylinder is 20.2 cm. Since a torque of 0.13 N cinsm is required to rotate the inner cylinder with an angular velocity of 40 rad / s, what will be the viscosity of the fluid in the viscometer in Pa⋅s? Take the value of as 3.
AN AUTOMOBILE TIRE CONTAINS 3730 cu. in. OF AIR AT 32 psig AND 800f. (a) What mass of air is in the tire? (b) In operation, the air temperature increases to 1450F. If the tire is inflexible, what is the resulting percentage increase in gage pressure? ( c) What mass of the 1450F air must be bled off to reduce the pressure back to its original value?