The diagram shows a horizontal spring attached to a block. The block’s equilibrium position is at C, and the block oscillates between the points A and E with no friction from the floor. When the block is at E, which of the following statements is true? Select all apply.   the block's magnitude of the acceleration is maximum   the block's speed is zero   the magnitude of the net force on the block is maximum   the net force on the block is zero   the block's speed is maximum   the block's acceleration is zero

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Chapter1: Units, Trigonometry. And Vectors
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The diagram shows a horizontal spring attached to a block. The block’s equilibrium position is at C, and the block oscillates between the points A and E with no friction from the floor. When the block is at E, which of the following statements is true? Select all apply.

 

the block's magnitude of the acceleration is maximum

 

the block's speed is zero

 

the magnitude of the net force on the block is maximum

 

the net force on the block is zero

 

the block's speed is maximum

 

the block's acceleration is zero

**Description of Spring-Mass System**

This diagram represents a spring-mass system commonly used in physics and engineering.

- **Spring Components:**
  - The spring is depicted as a series of connected segments extending horizontally from left to right.
  - It is attached on the left side to a vertical wall.

- **Block:**
  - A block is placed at the right end of the spring, represented as a grey square.

- **Labels:**
  - Points along the spring are labeled from left to right as \( E, D, C, B, \) and \( A \).
  - These labels may indicate specific points of interest in the discussion of spring mechanics.

- **Initial Length:**
  - The spring has an initial length labeled \( L_0 \), marked with a bracket on the schematic.

- **Coordinate Axes:**
  - A coordinate system is shown in the top-right corner with the \( x \)-axis extending horizontally and the \( y \)-axis vertically, indicating that movements or measurements are likely in the horizontal direction.

This diagram showcases a typical setup for analyzing the behavior of springs under various forces, useful in studying Hooke's law and harmonic motion.
Transcribed Image Text:**Description of Spring-Mass System** This diagram represents a spring-mass system commonly used in physics and engineering. - **Spring Components:** - The spring is depicted as a series of connected segments extending horizontally from left to right. - It is attached on the left side to a vertical wall. - **Block:** - A block is placed at the right end of the spring, represented as a grey square. - **Labels:** - Points along the spring are labeled from left to right as \( E, D, C, B, \) and \( A \). - These labels may indicate specific points of interest in the discussion of spring mechanics. - **Initial Length:** - The spring has an initial length labeled \( L_0 \), marked with a bracket on the schematic. - **Coordinate Axes:** - A coordinate system is shown in the top-right corner with the \( x \)-axis extending horizontally and the \( y \)-axis vertically, indicating that movements or measurements are likely in the horizontal direction. This diagram showcases a typical setup for analyzing the behavior of springs under various forces, useful in studying Hooke's law and harmonic motion.
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