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Q1. A 0.454 kg pendulum bob is attached to a string 1.20 m long. What is the change in the gravitational potential energy of the system as the bob swings from point A to point B where θ = 39°?
Q2. A uniform diving board, of length 5.16 m and mass 50.0 kg, is supported at two points; one support is located L1 = 3.23 m from the end of the board and the second is at 4.81 m from the end. L2 = 1.38 m. What is the force acting on the board because of the left support when a diver of mass 63.20 kg stands at the end of the board over the water? Suppose that these forces are vertical.
A resistor is in the shape of a cube, with each side of resistance R . Find the equivalent resistance between any two of its adjacent corners.
If you now place a pencil under the edge of the mirror nearer the wall, tilting it upward by 5.0, how much higher on the wall is the spot?
If a disco disk is rotating with a person on it on the outer side, then if he moves inside (towards the center), the angular velocity will change-How will the energy be conserved.
What is velocity of the boat relative to the shore
Coefficient of kinetic friction between tires and road
At sea level, at latitude where, the pendulum that takes 2.00s for a complete swing back and forth has a length of 0.993m. What is the value of g in m/s2 at the location where the length of such a pendulum is 0.970m.
A ship has a mass of 40000 kg. its energy gives it an acceleration of 0.27 m/s while it travels a distance of 105 meters from rest. what force does the engine exert on the ship.
A car carrying a 77-kg test dummy crashed into a wall at 27m/s and is brought to rest in 0.1 s. demonstrate that the average force exerted by the seat belt on the dummy is 18,760N.
How does the decrease in gravitational potential energy of a falling ball compare to its increase in kinetic energy.
Compute the magnitude of the average acceleration
Compute the y-component of acceleration
A horizontal force of 213 N is exerted on a 1.90 kg discus as it rotates uniformly in a horizontal circle (at arm's length) of radius 1.60 m. determine the time for one revolution of the discus. Round the answer to 2 decimal places.
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