The diagram represents a space station shaped like a wheel and having a radius of 40. meters. The station is rotating clockwise with a speed of 12 meters per second at its outer wall. A 50.-kilogram astronaut is standing inside the space station against the outer wall. 12 mis 2 m/s What is the apparent weight of the astronaut? [Consider only the interacting forces between the space station and the astronaut.] 1. 3.6 N 2. 15 N 3. 180 N O 4. 490 N

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**Space Station Rotation and Apparent Weight**

The diagram depicts a space station shaped like a wheel with a radius of 40 meters. The station rotates clockwise with a speed of 12 meters per second at its outer wall. A 50-kilogram astronaut stands inside the space station against the outer wall.

**Question:**
What is the apparent weight of the astronaut? [Consider only the interacting forces between the space station and the astronaut.]

**Answer Choices:**

1. 3.6 N
2. 15 N
3. 180 N
4. 490 N

**Diagram Explanation:**

- The space station is illustrated as a circular wheel with a radius labeled as "40 m".
- Arrows indicate the rotational speed of 12 m/s at the outer edge of the wheel.
- An arrow inside the wheel shows the direction of rotation, which is clockwise.

In this scenario, the problem involves understanding concepts of rotational motion and apparent weight, which can be calculated using centripetal force principles.
Transcribed Image Text:**Space Station Rotation and Apparent Weight** The diagram depicts a space station shaped like a wheel with a radius of 40 meters. The station rotates clockwise with a speed of 12 meters per second at its outer wall. A 50-kilogram astronaut stands inside the space station against the outer wall. **Question:** What is the apparent weight of the astronaut? [Consider only the interacting forces between the space station and the astronaut.] **Answer Choices:** 1. 3.6 N 2. 15 N 3. 180 N 4. 490 N **Diagram Explanation:** - The space station is illustrated as a circular wheel with a radius labeled as "40 m". - Arrows indicate the rotational speed of 12 m/s at the outer edge of the wheel. - An arrow inside the wheel shows the direction of rotation, which is clockwise. In this scenario, the problem involves understanding concepts of rotational motion and apparent weight, which can be calculated using centripetal force principles.
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