A 0.12 kg bullet moving 215_m/s hits a 6.7.kg block of wood at rest. If the bullet becomes embedded in the wood (and if the block of wood is free to move), what is the speed of the system immediately after the impact? What percent of the kinetic energy is lost due to the impact? Speed: 4.604_m/s 4.139_m/s 4.285_m/s 4.444_m/s 4.007_m/s 3.783_m/s А. D. В. E. С. F. /--/ Percent: 114.60 percent 98.24 percent 111.20 percent 101.70 percent 94.82 percent 106.30 percent А. D. В. Е. С. F.

College Physics
11th Edition
ISBN:9781305952300
Author:Raymond A. Serway, Chris Vuille
Publisher:Raymond A. Serway, Chris Vuille
Chapter1: Units, Trigonometry. And Vectors
Section: Chapter Questions
Problem 1CQ: Estimate the order of magnitude of the length, in meters, of each of the following; (a) a mouse, (b)...
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**Problem Statement:**

A 0.12 kg bullet moving at 215 m/s hits a 6.7 kg block of wood at rest. If the bullet becomes embedded in the wood (which is free to move), what is the speed of the system immediately after the impact? What percent of the kinetic energy is lost due to the impact?

**Options for Speed:**
- A. 4.604 m/s
- B. 4.139 m/s
- C. 4.285 m/s
- D. 4.444 m/s
- E. 4.007 m/s
- F. 3.783 m/s

**Options for Percent of Kinetic Energy Lost:**
- A. 114.60 percent
- B. 98.24 percent
- C. 111.20 percent
- D. 101.70 percent
- E. 94.82 percent
- F. 106.30 percent

**Explanation:**
The problem describes a collision scenario where momentum conservation must be applied to find the speed of the system (bullet + block) after the collision. To find the percent of kinetic energy lost, you must compare the initial and final kinetic energies.
Transcribed Image Text:**Problem Statement:** A 0.12 kg bullet moving at 215 m/s hits a 6.7 kg block of wood at rest. If the bullet becomes embedded in the wood (which is free to move), what is the speed of the system immediately after the impact? What percent of the kinetic energy is lost due to the impact? **Options for Speed:** - A. 4.604 m/s - B. 4.139 m/s - C. 4.285 m/s - D. 4.444 m/s - E. 4.007 m/s - F. 3.783 m/s **Options for Percent of Kinetic Energy Lost:** - A. 114.60 percent - B. 98.24 percent - C. 111.20 percent - D. 101.70 percent - E. 94.82 percent - F. 106.30 percent **Explanation:** The problem describes a collision scenario where momentum conservation must be applied to find the speed of the system (bullet + block) after the collision. To find the percent of kinetic energy lost, you must compare the initial and final kinetic energies.
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