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A solid uniform marble and a block of ice, each with the same mass, start from rest at the same height, H, above the bottom of a hill and move down it. The marble rolls without slipping, but the ice slides without friction.
- Find the speed of each of these objects when it reaches the bottom of the hill (A AND B).
- Which object is moving faster at the bottom, the ice or the marble?
question1calculate the intensity distribution in a standing evanescent wave above a glassair interface created by
Given the angular speed omega, find out the radius R(omega) at which the mass rotates without moving toward or away from the origin. Determine the radius in terms of k, L, M, and omega.
In a series circuit, a generator (1423 Hz, 16.3 V) is connected to a 16.2-O resistor, a 4.13-µF capacitor, and a 4.92-mH inductor. Find the voltage across each circuit element
A vertical spring has one end attached to the ceiling and a 2.50 kg weight attached to the other one. find how fast the weight is moving
find the electric flux through the bottom of the car. What was the jogger's average speed in m/s.
Consider an AC power supply that provides a voltage of 27sin(119t)volts, where t is in seconds. The power supply is hooked up to a 195 resistor. What is the mean current through the resistor
in a simple model of the hydrogen atom, the electron moves in a circular orbit of radius 0.053 nm around a stationary proton. How many revolutions per second does the electron make
An ice cube of volume 10.6 cm3 is at first at a temperature of -9.3°C. How much heat is necessary to convert this ice cube into steam.
q1. a propeller spins at 1780 revmin.a what is an angular velocity in rads?b what is an angular displacement of the
A tennis ball gun launches tennis balls at 17.6 m/s . It's pointed straight up and launches one ball; 2.0 s later, What is the second balls' velocity at that point
A traveling sinusoidal electromagnetic wave in vacuum has an electric field amplitude of 57.1 V/m. Find the intensity of this wave and calculate the energy flowing during 16.9 s through an area of 0.0217 m2
suppose that a 1.00 cm3nbspbox in the shape of a cube is perfectly evacuated except for a single particle of
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