The displacement of an oscillating object as a function of time is shown in the figure (figure 1).

The displacement of an
oscillating item as a purpose of time is shown in
figure. The displacement of an
oscillating object as a function of time is shown in the
figure.
a)What is the frequency?
b)What is the amplitude?
c)What is the period?
d)What is the angular frequency of this motion? a)what’s the regularity?
b)what’s the amplitude?
c)what’s the duration?
d)what’s the angular regularity for this movement?

General assistance

Principles and explanation
The style always resolve this dilemma is qualities of revolution.
Very first, determine the regularity with the period of time for a whole pattern. Next component, discover the optimum level achieved by revolution in a whole pattern to determine amplitude A. within the last few component, make use of the phrase of angular regularity to determine the worth of angular regularity.

Principles

The regularity of a revolution means the amount of waves driving through a spot in a specific time. The phrase to determine regularity is offered below:

Right here, T could be the period of one full pattern.
The amplitude of a revolution a means the utmost level achieved by a revolution in full pattern. Its assessed in meters(m).
The phrase for the angular regularity is offered below:

Right here, f could be the regularity of revolution.

Step by step

1 of 4

(a)
The full time for a whole pattern is offered as:

Replace 16.0 s for T in equation .

Component a
The regularity of revolution is 0.0625 Hz.

The regularity of a revolution means the amount of waves driving through a spot in a specific time. The offered revolution finishes its one pattern is 16.0 s. Ergo, the time of revolution is 16.0 s.

Cannot think about the amount of revolution as 8.0 s.

Determine the utmost level achieved by revolution in full pattern from graph to obtain the amplitude for the revolution.

Step two of 4

(b)
The utmost level achieved by the revolution in full pattern is equivalent to the amplitude of revolution. For This Reason,

Component b
The amplitude of revolution is 10.0 cm.

The amplitude of a revolution a means the utmost level achieved by a revolution in full pattern. Its assessed in meters(m) or centimeters(cm).
The amplitude of revolution is right proportional toward power holding because of the revolution. The higher the amplitude of a wave, even more power its holding.

3 of 4

(c)
From graph, the time of revolution is offered as:

Component c
The time scale for the revolution to perform one pattern is 16.0 s.

The time scale of revolution means enough time taken because of the revolution to perform a period.

Utilize the phrase when it comes to angular velocity to determine the angular velocity.

Step four of 4

(d)
The phrase for the angular regularity is offered below:

Right here, f could be the regularity of revolution.
Replace 0.0625 Hz for f in preceding phrase.

Component d
The angular regularity of revolution is 0.39 rad/s.

Angular regularity means the angular displacement per device time.

Solution

Component a
The regularity of revolution is 0.0625 Hz.

Component b
The amplitude of revolution is 10.0 cm.

Component c
The time scale for the revolution to perform one pattern is 16.0 s.

Component d
The angular regularity of revolution is 0.39 rad/s.

Solution just
Component a
The regularity of revolution is 0.0625 Hz.

Component b
The amplitude of revolution is 10.0 cm.

Component c
The time scale for the revolution to perform one pattern is 16.0 s.

Component d
The angular regularity of revolution is 0.39 rad/s.

@=21f
T = 16,0 s
1 16.0 s = 0.0625 Hz
A=10.0 cm
T = 16.0 sec
@=21f
0=27(0.0625 Hz) = 0.39 rad/s
We had been incapable of transcribe this picture
The displacement of an
oscillating object as a function of time is shown in the
figure.
a)What is the frequency?
b)What is the amplitude?
c)What is the period?
d)What is the angular frequency of this motion? The displacement of an
oscillating object as a function of time is shown in the
figure.
a)What is the frequency?
b)What is the amplitude?
c)What is the period?
d)What is the angular frequency of this motion? The displacement of an
oscillating object as a function of time is shown in the
figure.
a)What is the frequency?
b)What is the amplitude?
c)What is the period?
d)What is the angular frequency of this motion? The displacement of an
oscillating object as a function of time is shown in the
figure.
a)What is the frequency?
b)What is the amplitude?
c)What is the period?
d)What is the angular frequency of this motion? The displacement of an
oscillating object as a function of time is shown in the
figure.
a)What is the frequency?
b)What is the amplitude?
c)What is the period?
d)What is the angular frequency of this motion? The displacement of an
oscillating object as a function of time is shown in the
figure.
a)What is the frequency?
b)What is the amplitude?
c)What is the period?
d)What is the angular frequency of this motion? The displacement of an
oscillating object as a function of time is shown in the
figure.
a)What is the frequency?
b)What is the amplitude?
c)What is the period?
d)What is the angular frequency of this motion? The displacement of an
oscillating object as a function of time is shown in the
figure.
a)What is the frequency?
b)What is the amplitude?
c)What is the period?
d)What is the angular frequency of this motion? The displacement of an
oscillating object as a function of time is shown in the
figure.
a)What is the frequency?
b)What is the amplitude?
c)What is the period?
d)What is the angular frequency of this motion?

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