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If you double the frequency of vibrating object what will happen to its period?
be more specific in your questions please
If you triple thr frequency of a vibrating object what will happen to its period?
frequency is the inverse of time: 1/f=t therefore if you increase frequency by 3 the time (or cycle) will be 1/3
What are the causes for the resonance?
Resonance is actually the tendency of vibrating body to increase its amplitude when applied frequency becomes equal to its natural frequency. When we apply a frequency equal to the natural frequency of vibrating body (i.e by giving a push to a swing FOR EXAMPLE). This push (force) makes amplitude double. Because Amplitude directly varies with Force but Time Period or Frequency does not change.
If you triple the frequency of a vibrating object what will happen to its period?
There are two basic characteristics of harmonic motion: amplitude and frequency. Frequency can be looked at in a couple of ways. One is the number of cycles in a given unit of time (like cycles per second), and the other is the length of time it takes for one complete cycle of the motion, the period (like seconds per cycle). As the frequency increases, the time it takes for one cycle decreases. If there are more cycles per unit time, then it will take less time per cycle of the motion. That's an important concept. The two are inversely proportional. For a given motion, if its frequency doubles, then it takes half as long for one of the cycles to occur. The period is cut in half because the frequency had doubled. Following that logic, if the frequency of a harmonic motion is tripled, the period will be one third the period of the original motion.
How is the period related to the frequency of a timer?
Period and frequency are mutual reciprocal. Period = 1/frequency Frequency = 1/period
If you double the frequency of vibrating object what will happen to its period?
be more specific in your questions please
If you triple thr frequency of a vibrating object what will happen to its period?
frequency is the inverse of time: 1/f=t therefore if you increase frequency by 3 the time (or cycle) will be 1/3
A vibrating object completes one cycle in 0.500 s Its frequency is?
Frequency = 1/period = 1/0.5 = 2 Hz.
What are the causes for the resonance?
Resonance is actually the tendency of vibrating body to increase its amplitude when applied frequency becomes equal to its natural frequency. When we apply a frequency equal to the natural frequency of vibrating body (i.e by giving a push to a swing FOR EXAMPLE). This push (force) makes amplitude double. Because Amplitude directly varies with Force but Time Period or Frequency does not change.
What is the difference between the period and the frequency of an object?
Time period = 1 / frequency. Frequency = 1 / time period.
How does the frequency of a wave change when the period of the wave is double?
Double the original period ==> 1/2 of the original frequency
How are frequency and wave period related?
Period = 1 / frequency
If you triple the frequency of a vibrating object what will happen to its period?
There are two basic characteristics of harmonic motion: amplitude and frequency. Frequency can be looked at in a couple of ways. One is the number of cycles in a given unit of time (like cycles per second), and the other is the length of time it takes for one complete cycle of the motion, the period (like seconds per cycle). As the frequency increases, the time it takes for one cycle decreases. If there are more cycles per unit time, then it will take less time per cycle of the motion. That's an important concept. The two are inversely proportional. For a given motion, if its frequency doubles, then it takes half as long for one of the cycles to occur. The period is cut in half because the frequency had doubled. Following that logic, if the frequency of a harmonic motion is tripled, the period will be one third the period of the original motion.
How is the period related to the frequency of a timer?
Period and frequency are mutual reciprocal. Period = 1/frequency Frequency = 1/period
What happens to period when frequency increase?
Time period = 1 / frequency. Frequency = 1 / time period. When frequency increases, the period decrises.
As the frequency of a set of waves increases do the period of each wave decreases?
The frequency and period of a wave are inversely proportional. Therefore, as the frequency increases, the period decreases. frequency = 1/period period = 1/frequency
How are frequency and period of wave related?
They are mutual reciprocals. frequency = 1/period period = 1/frequency
