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A potters wheel is a uniform cylinder (I=.5mr^2) with a radius of .5 meteres and a mass of 15 kg. Calculate the applied torque need to accelerate at a rate of 2 radians/s/s. Calculate the rotational energy the wheel has at its final velocity after 10 seconds of rotating.
A proton enters through a small hole in a metal plate with a speed of 8.00*10^5 m/s at an angle of 55.0°, How far will the proton travel, ?x, before it hits the metal plate
A person runs up a long flight of stairs in 10 seconds. If the person's weight is 500 N and the vertical height of the stairs is 20 meters, what is the person's power output
A horizontal slingshot consists of two light, identical springs (with spring constants of 90 N/m) and a light cup that holds a 1-kg stone. Determine the system's total mechanical energy
A planetary probe is designed to drop the vehicle's instrument package from a height of 20 meters above the planet's surface, Evaluate the acceleration due to gravity at the surface of the planet
Two hanging masses are connected by ropes to a 20 kg mass which sits on a frictionless table. find The amount of unbalanced force acting on the masses,
A particular satellite was placed in a circular orbit about 145 mi above Earth. Determine the time required for one complete revolution
Both of these particles started at the same point and traveled a half circle. Wouldn't the distance between them be equal to the difference between the two radii? Why is the distance multiplied bytwo in the last step??
Find out the magnitude of angular acceleration of the wheel
A 1 kg ball is attached to a 2 m long piece of very light string and suspended in such a way that it can freely swing and it passes just above the ground.
An L?R?C series circuit has phase angle -33.0?. What is the voltage amplitude across the resistor
A 500-eV electron and a 300-eV electron trapped in a uniform magnetic field move in circular paths in a place perpendicular to the manetic field
What is tension in each rope
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