the middle-c hammer of a piano hits two strings, producing beats of 1.25 hz. one of the strings is turned to 240.00 hz. what frequencies (in hz) could the other string have? (answer to the nearest 0.1 hz.)



Answer :

The beating phenomenon is the periodic change in intensity at a specific location caused by the superposition of two waves with marginally differing frequencies. (f2 = 241.2 or 238.7 Hz.)

How to solve ?

The frequency of the beat is found from Equation (*):

f beat =∣f 1 −f 2∣=1.25Hz

∣240Hz−f 2∣=1.25Hz

​where f2 is the frequency of the other string. In order to solve this equation, we make it into two separate equation and solve them separately:

240Hz−f 2 =1.25Hz

f 2 =240Hz−1.25Hz=238.7Hz

or, 240Hz−f 2 =−1.25Hz

f 2 =240 Hz+1.25Hz=241.2Hz

Therefore, the two possible frequencies of the other string are: f2= 238.7 Hz or 241.2 Hz.

What is an example of frequency?

The quantity of observations that take place during a specific predetermined time frame is the frequency of a class interval. Therefore, if 20 individuals between the ages of 5 and 9 are found in the data from our study, the frequency for the 5–9 age range is 20.

Which four frequencies are there?

Ungrouped frequency distributions, grouped frequency distributions, cumulative frequency distributions, and relative frequency distributions are the four different types of frequency distributions.

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