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y(x, t) = .68sin[7.83(x -14t)] represents the wave equation of a 10 meter wirewith tension 12 N.
y(x, t) = .68sin[7.83(x -14t)] represents the wave equation of a 10 meter wirewith tension 12 N.
Now, assume that at x = 10 meters, the wire's linear mass density quadruplesand the2ndwire continues until x = 20meters. The tension remains 12 Newtons.Also, assume that 80% of the waveenergytransmits into the 2ndwire and 20% reflects back. e) Calculate how many seconds it takes for one wave to travel the total 20 meters, the amplitudes of the reflected and transmitted waves, and the vyMax& ayMax, of the reflected and transmitted waves?Also, write down the equation of the reflected and transmitted waves.
