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Photon fundamentals.
(a) Show that hc = 1240 eY·nm.
(b) Calculate the energy of a photon with each of the following wavelengths: 650 nm (red light); 450 nm (blue light); 0.1 nm (x-ray); 1 mm (typical for the cosmic background radiation).
(c) Calculate the number of photons emitted in one second by a 1-milliwatt red He-Ne laser λ= 633nm.
A golf ball of mass 0.050 kg is at rest on the tee and has a velocity of 102 m/s immediately after being struck. what was the club velocity before the collision
A uniform-density 8 kg disk of radius 0.20 m is mounted on a nearly frictionless axle. Initially it is not spinning. A string is wrapped tightly around the disk, and you pull on the string with the constant force of 45 N through a distance of 0.7 ..
Find at what height above the earth is the acceleration due to gravity 15 percent of its value at the surface? Find the speed of a satellite orbiting at that height
A skier starts from rest at the top of a 48 m hill, skis down a 32° incline into a valley, and continues up a 28 m high hill. How fast is the skier moving at the bottom of the valley
During an etiquette class, you walk slowly and steadily at 0.20 m/s for 2.5 meter with a 0.75 kilogram book balanced on top of your head. Find how much work does your head do on the book
A 52.0 kg mass attached to a spring oscillates with an amplitude of 2.25 m. The total mechanical energy of the system is 410 J. Find the position of the mass
lets return to the seventeenth century again perhaps we have encountered dr. who. we are not pleased with the
How much work is needed to push a 137- kg packing crate a distance of 2.65 m up an inclined plane that makes an angle of 27 o with the horizontal, when inclined plane is frictionless
a car is traveling due north at 19.3m/s. find the velocity of the car after 7.03 s if its acceleration is 1.30m/s^2 due north
An automobile is going up a grade of 13° at a speed of 27.5 m/s. The coefficient of static friction between the tires and the road is 0.70. What minimum distance does it take to stop the car
A block of mass m=1.40 kg oscillates in simple harmonic motion due to the force of the spring to which the block is attached to. Express the displacement of the spring in terms of A when v= vm/2 and find its value
For each of the three surfaces, determine geometrically (without calculation) whether the flux of the vector field F= -x*i-y*j is positive or negative.
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