A 25.0 g bullet traveling horizontally at 500 m/s strikes a 0.750 kg block of wood that is balanced on the edge of a table 0.800 m above the floor. If the bullet embeds itself into the block, then (a) how fast is the bullet and block combination moving immediately after the collision and (b) how far horizontally from the edge of the table will the bullet and block combination hit the floor? Include a diagram of the situation as needed.

College Physics
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ISBN:9781305952300
Author:Raymond A. Serway, Chris Vuille
Publisher:Raymond A. Serway, Chris Vuille
Chapter1: Units, Trigonometry. And Vectors
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**Physics Problem: Bullet and Block Collision**

A 25.0 g bullet traveling horizontally at 500 m/s strikes a 0.750 kg block of wood that is balanced on the edge of a table 0.800 m above the floor. If the bullet embeds itself into the block, then:

(a) How fast is the bullet and block combination moving immediately after the collision?
(b) How far horizontally from the edge of the table will the bullet and block combination hit the floor?

Include a diagram of the situation as needed:

1. **Initial Conditions**: A bullet is moving towards the block horizontally and strikes it.
2. **Collision Point**: At the edge of a table, the bullet embeds into the block.
3. **Post-Collision**: The combined bullet-block system moves and falls off the table.
4. **Drop Height**: The table is 0.800 m high.

Use these points to guide the diagram creation. Consider using vectors to show velocities and forces involved.
Transcribed Image Text:**Physics Problem: Bullet and Block Collision** A 25.0 g bullet traveling horizontally at 500 m/s strikes a 0.750 kg block of wood that is balanced on the edge of a table 0.800 m above the floor. If the bullet embeds itself into the block, then: (a) How fast is the bullet and block combination moving immediately after the collision? (b) How far horizontally from the edge of the table will the bullet and block combination hit the floor? Include a diagram of the situation as needed: 1. **Initial Conditions**: A bullet is moving towards the block horizontally and strikes it. 2. **Collision Point**: At the edge of a table, the bullet embeds into the block. 3. **Post-Collision**: The combined bullet-block system moves and falls off the table. 4. **Drop Height**: The table is 0.800 m high. Use these points to guide the diagram creation. Consider using vectors to show velocities and forces involved.
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