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Satellite A orbits a planet having a speed of 10000 {\rm m/s}. Satellite B is double as massive as satellite A and orbits at double the distance from the center of the planet. Determine the speed of
A certain clock operates by employing the decay of charge of a capacitor via a resistor with a circuit alike to the one used in this experiment. Its basic unit of time (its tick) is the interval of
That is, the length of strings and the amount of tension you can employ is fixed and constant for all the strings. Determine how can you modify the basic frequency of vibration of each and every str
When the hill is 100 m long and inclined at 6.0 degrees, determine the average frictional force acting on her and the bike?
(i) Determine the change in classical momentum of an electron which accelerates from 0.888c to 0.944c, avoiding relativistic effects. (ii) Repeat the computation, by using the expression for the rel
One block, of mass 0.109 kg, primarily moves to the right at a speed of 4.70 m/s, whereas the second block, of mass 0.218 kg, is initially to the left of the first block and moving to the right at 7
The jet airplane is flying on a level course at constant velocity. i) Sketch a force diagram and recognize all of the forces acting on the plane.
A candle is positioned 15.0 cm in front of the convex mirror. If the convex mirror is substituted with a plane mirror, the image moves 8.0 cm farther away from the mirror. Determine the focal length
A long straight wire lies all along the z-axis and carries an 8 A current in the positive z direction. Determine the magnetic field (that is, magnitude and direction) generated at x = 0.4 m, y = 0,
Determine the maximum velocity (m/s) you can go to make a turn of 7.6 m radius if the coefficient of friction is .37 and g on the planet is around12 m/s/s?
Derive KE = 1/2 m v x v for a variable force that accelerates a mass m to a velocity v beginning from rest. Describe carefully. If you have any constants of integration describe how you cope up with
A) Wavelength of the sound wave in this room is 1.13 m and the frequency is 301 Hz. Determine the speed of the wave in the room?
You plan to begin your motorcycle by running up to it, jumping on, and by using your combined speed to begin the engine. Determine, how many f/s must you be going when you run up if the final veloci
Sally moved her hand from the rest position back and forth all along the floor 20 times in 4 seconds. Determine the speed of the wave Sally formed?
Sally moved her hand from the rest position back and forth all along the floor 20 times in 4 seconds. Determine the frequency of the wave Sally created?
The two carts having masses m1 = 3.5 kg and m2 = 6.5 kg are moving towards one other with velocities v1=15 m/s and v2=5 m/s for inelastic collision: i) Determine the velocity of the two carts.
A) Let, consider a wave generator which generates 10 pulses per second. The speed of wave is 300m/s. What happens to the wavelength if the frequency of pulses is raised?
You are designing a brake to stop the saw blade in .76 revolutions after the motor is turned off. The initial speed is 1,200 revolutions per minute. The blade consists of a radius of .052m and a mas
A uniform 220 lb telephone pole is 110 feet long. 38 feet of the telephone pole are joining out over the Grand Canyon, whereas the rest of the pole lies on the ground. When you weigh 180 lb, then ho
(i) Determine the wavelength of the visible light which is most strongly reflected? (ii) Describe how a bubble of various thicknesses could as well strongly reflect light of the similar wavelength.
Determine how many revolutions a merry-go-round will make while stopping if the initial velocity is 17 revolutions per minute, and the acceleration is 18 revolutions per minute per minute?
i) The kinetic energy of the block after it leaves the spring. ii) The velocity of the block when the block encounters a rough patch on its way having µ = 0.5.
The concave mirror consists of a focal length of 30.9 cm. The distance between an object and its image is 45.5 cm. Determine (i) the object and (ii) the image distance supposing that the object lies
The object is positioned 15.9 cm in front of the convex mirror, the image being 8.11 cm behind the mirror. The second object, two times as tall as the first one, is positioned in front of the mirror
When F = 50 N, then determine the force of the ground on the ladder, in unit-vector notation?