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definite direction, then “velocity” is the proper term to use. For practical purposes, speed and velocity mean the same thing.
     Anything that travels must have “speed” or “velocity.” When we say that a certain automobile is a speedy one, we are not satisfied. By adding that it will make 80 miles an hour, our curiosity is satisfied. One thing more; when we say that a non- stop airplane is flying with a “speed” of 200 miles per hour from New York to San Francisco, we have added direction. Then we say that the “velocity is 200 miles per hour” and we have completed our understanding of velocity.
     Usually we like to express the velocity of any motion by numbers. How is this done? By observing the distance covered in a given time. Thus, the wave in the rope may travel 84 feet in 2 seconds. Then we would say that the velocity of the wave would be “ 84 feet per 2 seconds.” However, we would simplify those numbers so that we would only speak of a single second instead of two or more seconds. Therefore the velocity of the wave in the rope would be also spoken of as “ 84/2 feet per second” or “ 42 feet per second.” We readily realize that we divide the one number into the other number. That is, we divide the number of “distance units” (feet) by the number of “time units” (seconds) in order to get the “velocity units” (feet/sec.).' In the above case the velocity units are called “feet per second.” This unit is usually written feet/sec. From this we can see that the word per means “divided by.” The “dividing line” in the unit means per. In a similar way we can now say that “velocity” is “distance per time.” We can also let letters represent the three quantities of “velocity,” “distance” and “time.” Let V represent velocity, D the distance and T the time, then
V = D

T

     The above equation is one which can be used to find the velocity of any motion.
     You will quite often see the expression per used in other units, besides velocity units, so just keep its intention in mind as meaning “divided by.”
     The velocity of sound waves in air has been measured to be 1085 feet/sec. or nearly “ 1 mile per 5 seconds” (1/5 miles/sec.) or 331 meters/sec.

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Transcriber  Richard Lancaster