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Solve the following problem given below:
Problem: Calculate the escape velocity for an object on the Moon. (Use 7.36 x 1022 kg as the mass of the Moon and 1.74 x 106 m as its radius.)
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A sold cylinder of radius .35 m is released from rest from a height of 1.8 m and rolls down the incline as shown. What is the angular and transitional speed
A horizontal force of magnitude F = 149 N is used to push a box of mass m = 5 kg from rest a distance d = 13 m up a frictionless incline with a slope q = 22°. How fast is the box moving after this displacement
A current of 1.00 Amperes is maintained in a simple circuit with a total resistance of 3.00 ohms. How much heat is generated in 4.00 s
A 5-m length of wire carrying a current of 1.5 Amp is in a magnetic field of 2 T. Determine the magnetic force on the wire if the angle between the wire and the magnetic field is 25o
A lightning bolt consisting of electrons moves from the cloud to the ground near the equator. What direction is the bolt deflected by the Earth's magnetic field
Starting from rest, a subway train first accelerates to 28m/s and then begins to brake. What is its average acceleration in this 48-s interval
An analysis of each gas and their mole percent from the analysis of a flue gas is given below: Determine the average molecular weight of the flue gas.
The intensity of a lightbulb with a resistance of 160 ohms is controlled by connecting it in series with an inductor whose inductance can be varied from L = 0 to L sub max. What is the average power dissipated in the lightbulb when L = 0
At a given instant an 58 mH inductor stored an energy of 86 µJ. Determine the current in the inductor at this instant
An electric dipole consists of 0.600g spheres charged to ± 2.30nC at the ends of a 9.00cm -long mass less rod. The dipole rotates on a frictionless pivot at its center. The dipole is held perpendicular to a uniform electric field with field strength ..
A muon is a lepton that is a higher-mass (rest mass 105 MeV/c^2) sibling to the electron. How many muons survive to reach the surface
A 52.5 g ball movesat 32.5 m/s. If its speed ismeasured to an accuracy of 0.15%, what is the minimum uncertainty in its position
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