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Suppose that we wish to produce a current of 0.0750 A in the cell
As a result of its design, the cell has an internal resistance of 4.87 n. Calculate the initial potential of the cell.
a triangular field with vertices opq has sides op=402m,pq=388m,and qo=254m. find the perpendicular distance from the vertex p to the opposite side.
air at 5 bar and 177degc state 1 is expanded through a turbine to 1 bar and 27degc state 2. the mass flow rate of air
l electrical radiator containing heating oil is placed in a 50-m3 room. both the room and the oil in the radiator are
a truck engine delivers 50hptotal to the trucks two rear axles. the truck has 36 tires and is travelling at 60 mph. a
A torsion bar is used as a suspension element for a vehicle. The bar has a diameter of 20mm. It is subjected to a torsional moment of 450Nm and an axial tensile force of 36.0kN. Draw a stress element on the surface of the bar and then draw the Mohr's..
an egg can be approximated as a 5.5cm diameter sphere. the egg is initially at a uniform temperature of 8c and is
Air at 22 kPa, 220K and 250 m/s enters a turbojet engine in flight at an altitude of 10,000m. The diffusor slows the air down to a very low speed relative to its inlet. The pressure ratio across the compressor is 12. The turbine inlet temperature is ..
Find Positive Limit Load and Positive Ultimate Limit Load of Given Aerobatic Aircraft-Max Gross Weight = 10,000 lb.4.Find Maneuvering speed (Va) of given aerobatic aircraft W=10,000 lb.
what is a beach profile that will provide protection to the infrastructure fronting a beach is it a wide well profiled
A rigid tank contains water vapor at 200 degrees celcius and unknown pressure. When the tank is cooled to 150 degrees celcius, the vapor starts condensing. Estimate the initial pressure in the tank.
The total force Fa + Fb exerted on the shelter is in the direction parallel to the line L and it's magnitude is 400 lb. Graphically determine the magnitudes of Fa and Fb.
A causal discrete-time LTI system is described by y [ n ) - h [ n - 1) + !Y [ n - 2) = x [ n ) where x[ n ] and y[ n ] are the input and output of the system, respectively.
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