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over it. If you put your ear close to violin number 2 you will hear a faint sound coming from the corresponding string in number 2 even though you have not touched it, but you won't hear a sound from the other three strings. You can do the same with any string--you will always hear a faint sound from the corresponding strings in violin number 2.
     Just what has caused this curious action we will explain now. You know that sound travels in waves just as water does when disturbed. When we plucked the string we caused a disturbance which produced sound waves. Air waves are not exactly like rope waves or water waves although they follow the same laws. When a string is vibrating in one direction it compresses the air before it. As it moves in the other direction the air before it is expanded. There are successive compressions and rarefactions, then, which follow each other in regular order.
     These waves travel in all directions just as Radio waves do, so the effect on violin number 2 will be the same if it is on a table with number 1, or under the table, or above it, or on any side of it.
     When the waves produced at number 1 reach number 2 they naturally strike all the strings. One of the strings is in tune with the one producing the waves so when the crest of the first wave strikes it, the string will be pushed out of line by it, just a trifle of course. Then when the trough follows, the string will fly back and because of the strain put upon it, will fly back beyond its normal position. By the time it gets back as far as possible it is met by the crest of the second wave, and again pushed forward. This action continues and the string on violin number 2 vibrates in time with the string producing the waves.
     What happens in the case of the other strings, why don't they vibrate, too? The trouble appears when the very first wave strikes it. The crest of the wave causes the other strings to move just as it did the string that was in tune but the string sprang back either before or after the crest of the second wave was there to give it its second push. So the string “cut” the waves and its motion was stopped. From this you will gather that strings vibrate at different frequencies, depending on thickness, length and tautness, or tension. If two strings vibrate (oscillate) at the same frequency they are in tune.
     The word “resonance” which means the same as “tuning” will help us remember what we have talked about in the last few paragraphs. It comes from Latin words meaning to “sound

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Transcriber  Richard Lancaster