The name given to the point on a vibrating string at which the displacement is always zero and the point at which the displacement is always maximum.

Question

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Answer 1

Question

Chapter 21, Problem 1PLA

To determine

The name given to the point on a vibrating string at which the displacement is always zero and the point at which the displacement is always maximum.

Expert Solution & Answer

Answer to Problem 1PLA

The name given to the point on a vibrating string at which the displacement is always zero is node and the point at which the displacement is always maximum is antinode.

Explanation of Solution

The characteristic features of the vibrating string are the existence of nodes and antinodes which describes the displacement of the string from its equilibrium position.

Node is the point at which the displacement of the string from its equilibrium position is always zero.

Antinode is the point at which the displacement of the string from its equilibrium position is always maximum and it occurs between nodes.

Conclusion:

Therefore, the name given to the point on a vibrating string at which the displacement is always zero is node and the point at which the displacement is always maximum is antinode.

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Answer 2

Question

Chapter 21, Problem 1PLA

To determine

The name given to the point on a vibrating string at which the displacement is always zero and the point at which the displacement is always maximum.

Expert Solution & Answer

Answer to Problem 1PLA

The name given to the point on a vibrating string at which the displacement is always zero is node and the point at which the displacement is always maximum is antinode.

Explanation of Solution

The characteristic features of the vibrating string are the existence of nodes and antinodes which describes the displacement of the string from its equilibrium position.

Node is the point at which the displacement of the string from its equilibrium position is always zero.

Antinode is the point at which the displacement of the string from its equilibrium position is always maximum and it occurs between nodes.

Conclusion:

Therefore, the name given to the point on a vibrating string at which the displacement is always zero is node and the point at which the displacement is always maximum is antinode.

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Answer 3

Question

Chapter 21, Problem 1PLA

To determine

The name given to the point on a vibrating string at which the displacement is always zero and the point at which the displacement is always maximum.

Expert Solution & Answer

Answer to Problem 1PLA

The name given to the point on a vibrating string at which the displacement is always zero is node and the point at which the displacement is always maximum is antinode.

Explanation of Solution

The characteristic features of the vibrating string are the existence of nodes and antinodes which describes the displacement of the string from its equilibrium position.

Node is the point at which the displacement of the string from its equilibrium position is always zero.

Antinode is the point at which the displacement of the string from its equilibrium position is always maximum and it occurs between nodes.

Conclusion:

Therefore, the name given to the point on a vibrating string at which the displacement is always zero is node and the point at which the displacement is always maximum is antinode.

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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 21, Problem 1PLA

To determine

The name given to the point on a vibrating string at which the displacement is always zero and the point at which the displacement is always maximum.

Expert Solution & Answer

Answer to Problem 1PLA

The name given to the point on a vibrating string at which the displacement is always zero is node and the point at which the displacement is always maximum is antinode.

Explanation of Solution

The characteristic features of the vibrating string are the existence of nodes and antinodes which describes the displacement of the string from its equilibrium position.

Node is the point at which the displacement of the string from its equilibrium position is always zero.

Antinode is the point at which the displacement of the string from its equilibrium position is always maximum and it occurs between nodes.

Conclusion:

Therefore, the name given to the point on a vibrating string at which the displacement is always zero is node and the point at which the displacement is always maximum is antinode.

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Answer 5

Chapter 21, Problem 1PLA

To determine

The name given to the point on a vibrating string at which the displacement is always zero and the point at which the displacement is always maximum.

Expert Solution & Answer

Answer to Problem 1PLA

The name given to the point on a vibrating string at which the displacement is always zero is node and the point at which the displacement is always maximum is antinode.

Explanation of Solution

The characteristic features of the vibrating string are the existence of nodes and antinodes which describes the displacement of the string from its equilibrium position.

Node is the point at which the displacement of the string from its equilibrium position is always zero.

Antinode is the point at which the displacement of the string from its equilibrium position is always maximum and it occurs between nodes.

Conclusion:

Therefore, the name given to the point on a vibrating string at which the displacement is always zero is node and the point at which the displacement is always maximum is antinode.

Answer 6

Chapter 21, Problem 1PLA

To determine

The name given to the point on a vibrating string at which the displacement is always zero and the point at which the displacement is always maximum.

Expert Solution & Answer

Answer to Problem 1PLA

The name given to the point on a vibrating string at which the displacement is always zero is node and the point at which the displacement is always maximum is antinode.

Explanation of Solution

The characteristic features of the vibrating string are the existence of nodes and antinodes which describes the displacement of the string from its equilibrium position.

Node is the point at which the displacement of the string from its equilibrium position is always zero.

Antinode is the point at which the displacement of the string from its equilibrium position is always maximum and it occurs between nodes.

Conclusion:

Therefore, the name given to the point on a vibrating string at which the displacement is always zero is node and the point at which the displacement is always maximum is antinode.

Answer 7

Chapter 21, Problem 1PLA

To determine

The name given to the point on a vibrating string at which the displacement is always zero and the point at which the displacement is always maximum.

Answer 8

Expert Solution & Answer

Answer to Problem 1PLA

The name given to the point on a vibrating string at which the displacement is always zero is node and the point at which the displacement is always maximum is antinode.

Answer 9

Expert Solution & Answer

Answer 10

Expert Solution & Answer

Answer 11

Explanation of Solution

The characteristic features of the vibrating string are the existence of nodes and antinodes which describes the displacement of the string from its equilibrium position.

Node is the point at which the displacement of the string from its equilibrium position is always zero.

Antinode is the point at which the displacement of the string from its equilibrium position is always maximum and it occurs between nodes.

Conclusion:

Therefore, the name given to the point on a vibrating string at which the displacement is always zero is node and the point at which the displacement is always maximum is antinode.