Three model rockets have just had their engines turned off. All of the rockets are aimed straight up, and at the same height and the same moment, their engines are turned off. The rockets are of the same size and shape and carry different loads (masses). The specific mass and speed for each rocket is given with each figure. A 30 m/s 1. A 2. B 3. C B 40 m/s с 20 m/s 700 g 500 g Order the rockets by how far up they go, from least to greatest. 600 g
Three model rockets have just had their engines turned off. All of the rockets are aimed straight up, and at the same height and the same moment, their engines are turned off. The rockets are of the same size and shape and carry different loads (masses). The specific mass and speed for each rocket is given with each figure. A 30 m/s 1. A 2. B 3. C B 40 m/s с 20 m/s 700 g 500 g Order the rockets by how far up they go, from least to greatest. 600 g
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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### Model Rocket Height Analysis
Three model rockets have just had their engines turned off. All of the rockets are aimed straight up, and at the same height and the same moment, their engines are turned off. The rockets are of the same size and shape and carry different loads (masses). The specific mass and speed for each rocket is given with each figure.
**Rocket A**
- Speed: 30 m/s
- Mass: 700 g
**Rocket B**
- Speed: 40 m/s
- Mass: 500 g
**Rocket C**
- Speed: 20 m/s
- Mass: 600 g
#### Task:
Order the rockets by how far up they go, from least to greatest.
#### Solution:
1. **Rocket C**
2. **Rocket A**
3. **Rocket B**
Explanation:
The distance each rocket will travel upwards before stopping can be determined by its initial speed using the laws of physics, notably the kinematic equation for vertical motion under gravity. Since all rockets have the same shape and air resistance is neglected, the heavier mass does not affect the height for this specific scenario; only the initial speed matters. Therefore:
- Highest speed (40 m/s): Rocket B will travel the highest.
- Next highest speed (30 m/s): Rocket A will travel a little less.
- Lowest speed (20 m/s): Rocket C will travel the least.
---](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2Fb69b1dbc-ab62-44ef-9b57-71232ebb3671%2F9597b8b9-5e4b-47e0-ae1e-2d50c2a77e90%2Fd6y7gr_processed.png&w=3840&q=75)
Transcribed Image Text:---
### Model Rocket Height Analysis
Three model rockets have just had their engines turned off. All of the rockets are aimed straight up, and at the same height and the same moment, their engines are turned off. The rockets are of the same size and shape and carry different loads (masses). The specific mass and speed for each rocket is given with each figure.
**Rocket A**
- Speed: 30 m/s
- Mass: 700 g
**Rocket B**
- Speed: 40 m/s
- Mass: 500 g
**Rocket C**
- Speed: 20 m/s
- Mass: 600 g
#### Task:
Order the rockets by how far up they go, from least to greatest.
#### Solution:
1. **Rocket C**
2. **Rocket A**
3. **Rocket B**
Explanation:
The distance each rocket will travel upwards before stopping can be determined by its initial speed using the laws of physics, notably the kinematic equation for vertical motion under gravity. Since all rockets have the same shape and air resistance is neglected, the heavier mass does not affect the height for this specific scenario; only the initial speed matters. Therefore:
- Highest speed (40 m/s): Rocket B will travel the highest.
- Next highest speed (30 m/s): Rocket A will travel a little less.
- Lowest speed (20 m/s): Rocket C will travel the least.
---
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