To compare: The vibration on the string compare to the vibration in the air?

Question

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Answer 1

Question

Chapter 12, Problem 1OQ

To determine

To compare:

The vibration on the string compare to the vibration in the air?

Expert Solution & Answer

Answer to Problem 1OQ

Solution:

The vibration on the string and the vibration in the air have the same frequency.:

Explanation of Solution

When pianist plays the note “middle C,” the speed of the wave in the string is define as

$v = l \times f$

Here,

$l$ is the length of the string

$f$ is the frequency

As the sound wave from string travel to the air, the sound wave changes it medium, due to the change in medium the speed and wavelength of the wave differs due to different properties of the medium but the frequency of the sound wave remains the same.

Hence the vibration on the string and the vibration in the air have the same frequency.:

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Answer 2

Question

Chapter 12, Problem 1OQ

To determine

To compare:

The vibration on the string compare to the vibration in the air?

Expert Solution & Answer

Answer to Problem 1OQ

Solution:

The vibration on the string and the vibration in the air have the same frequency.:

Explanation of Solution

When pianist plays the note “middle C,” the speed of the wave in the string is define as

$v = l \times f$

Here,

$l$ is the length of the string

$f$ is the frequency

As the sound wave from string travel to the air, the sound wave changes it medium, due to the change in medium the speed and wavelength of the wave differs due to different properties of the medium but the frequency of the sound wave remains the same.

Hence the vibration on the string and the vibration in the air have the same frequency.:

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Subscribe now to access step-by-step solutions to millions of textbook problems written by subject matter experts!

Answer 3

Question

Chapter 12, Problem 1OQ

To determine

To compare:

The vibration on the string compare to the vibration in the air?

Expert Solution & Answer

Answer to Problem 1OQ

Solution:

The vibration on the string and the vibration in the air have the same frequency.:

Explanation of Solution

When pianist plays the note “middle C,” the speed of the wave in the string is define as

$v = l \times f$

Here,

$l$ is the length of the string

$f$ is the frequency

As the sound wave from string travel to the air, the sound wave changes it medium, due to the change in medium the speed and wavelength of the wave differs due to different properties of the medium but the frequency of the sound wave remains the same.

Hence the vibration on the string and the vibration in the air have the same frequency.:

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Subscribe now to access step-by-step solutions to millions of textbook problems written by subject matter experts!

Answer 4

Question

Chapter 12, Problem 1OQ

To determine

To compare:

The vibration on the string compare to the vibration in the air?

Expert Solution & Answer

Answer to Problem 1OQ

Solution:

The vibration on the string and the vibration in the air have the same frequency.:

Explanation of Solution

When pianist plays the note “middle C,” the speed of the wave in the string is define as

$v = l \times f$

Here,

$l$ is the length of the string

$f$ is the frequency

As the sound wave from string travel to the air, the sound wave changes it medium, due to the change in medium the speed and wavelength of the wave differs due to different properties of the medium but the frequency of the sound wave remains the same.

Hence the vibration on the string and the vibration in the air have the same frequency.:

Want to see more full solutions like this?

Subscribe now to access step-by-step solutions to millions of textbook problems written by subject matter experts!

Answer 5

Chapter 12, Problem 1OQ

To determine

To compare:

The vibration on the string compare to the vibration in the air?

Expert Solution & Answer

Answer to Problem 1OQ

Solution:

The vibration on the string and the vibration in the air have the same frequency.:

Explanation of Solution

When pianist plays the note “middle C,” the speed of the wave in the string is define as

$v = l \times f$

Here,

$l$ is the length of the string

$f$ is the frequency

As the sound wave from string travel to the air, the sound wave changes it medium, due to the change in medium the speed and wavelength of the wave differs due to different properties of the medium but the frequency of the sound wave remains the same.

Hence the vibration on the string and the vibration in the air have the same frequency.:

Answer 6

Chapter 12, Problem 1OQ

To determine

To compare:

The vibration on the string compare to the vibration in the air?

Expert Solution & Answer

Answer to Problem 1OQ

Solution:

The vibration on the string and the vibration in the air have the same frequency.:

Explanation of Solution

When pianist plays the note “middle C,” the speed of the wave in the string is define as

$v = l \times f$

Here,

$l$ is the length of the string

$f$ is the frequency

As the sound wave from string travel to the air, the sound wave changes it medium, due to the change in medium the speed and wavelength of the wave differs due to different properties of the medium but the frequency of the sound wave remains the same.

Hence the vibration on the string and the vibration in the air have the same frequency.:

Answer 7

Chapter 12, Problem 1OQ

To determine

To compare:

The vibration on the string compare to the vibration in the air?

Answer 8

Expert Solution & Answer

Answer to Problem 1OQ

Solution:

The vibration on the string and the vibration in the air have the same frequency.:

Answer 9

Expert Solution & Answer

Answer 10

Expert Solution & Answer

Answer 11

Explanation of Solution

When pianist plays the note “middle C,” the speed of the wave in the string is define as

$v = l \times f$

Here,

$l$ is the length of the string

$f$ is the frequency

As the sound wave from string travel to the air, the sound wave changes it medium, due to the change in medium the speed and wavelength of the wave differs due to different properties of the medium but the frequency of the sound wave remains the same.

Hence the vibration on the string and the vibration in the air have the same frequency.: