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Interference of Rectangular Pulses: Two rectangular wave pulses are on a stretched string traveling toward each other. Each pulse is traveling with a speed of 1.00 mm/s. If the leading edges of the pulses are 8.00 mm apart at t=0 s, sketch the shape of the string at t = 4 s, t = 6 s, and t = 10 s. A diagram comes with this problem. It looks like a string starting horizontal and turning upwards at a right angle (height 3 mm) then it turns right at a 90 degree angle with length 4 mm. Next, the string turns down for another 3 mm and then goes back to horizontal with length 8 mm. Then, it turns down for a drop of 4 mm turning back right to horizontal for 4 mm, turns upward for a height of 4 mm and then goes back to a horizontal, in line with the first. I hope this description of the diagram helps to solve the problem! Thanks!
Light is quantized. Photons are light quanta. It has zero REST mass. Therefore, it always travels at maximum speed permitted by relativity.
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