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During practice, a player P punts a ball B with a speed Vo=25 ft/s, at an angle theta = 60 degrees, and at a height h from the ground. Then the player sprints along a straight line and catches the ball at a same height from the ground. Then the player sprints along a straight line and catches the ball at the same height from the ground at which the ball was initally kicked. The length d denotes the horizontal distance between the player's position at the start of the sprint and the ball's position when the ball leaves the player's foot. Also, let delta t denote the time interval between the instant at which the ball leaves the players' foot and the instant at which the player starts sprinting. Assume d=0 and delta t =0, determine the average speed of the player so that he catches the ball.
air at 100 kpa and 27degc enters an isentropic compressor at a rate of 100 ls and leaves at 1000 kpa. determine the
If the deflection of the gae fluid height, h, is 2 inches find the 1) velocity of the jet air and 2) the force exerted on the disk by the air.
when the motorcyclist is at a he increases his speed along the vertical circular path at the rate of v v dot 0.04s
Assuming saturated properties out of the evaporator and condenser
a brinell hardness measurement is made on a nickel alloy using a 0.01 m diameter sphere of tungsten carbide. a load of
a 700 kg automobile is traveling at 30 msec when it suddenly applies its breaks and lock the wheels. when this happens
An input 422 ft-lb of torque from the torque converter.
juice is extracted from fruits such as apples by compressing and crushing them. based on your knowledge of
Friction between the piston and the cylinder wall can be neglected. For the air, determine the initial and final pressures, in kPa, and the work, in kJ.
Solve this problem with a linear programming model. Describe the optimum mix of raw materials and production levels for the products. How much profit does the business make?
How do I find the factor of safety using the distortion energy failure theory?
How do you determine the velocity of molten metal flowing through the base of the downsprue?
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