Angular Displacement
A wheel rotates through 720 degrees. Angular displacement in radians is:
Select the correct option:
Solution
4π
The relationship between degrees and radians is: 180∘=π radians To convert 720∘ to radians: θ=720∘×180∘π rad=4π rad. Alternatively, since one full revolution is 360∘ or 2π radians, 720∘ is exactly two revolutions (2×2π=4π).
🔒 Solution Hidden from View
Submit your answer to unlock the detailed step-by-step solution.
More angular displacement Practice Questions
About This Question
- Subject
- physics
- Chapter
- rotational motion
- Topic
- angular displacement
- Difficulty
- Easy
- Year
- 2025
Solution
Correct Answer:
4π
The relationship between degrees and radians is: 180∘=π radians To convert 720∘ to radians: θ=720∘×180∘π rad=4π rad. Alternatively, since one full revolution is 360∘ or 2π radians, 720∘ is exactly two revolutions (2×2π=4π).
This easy difficulty physics question is from the chapter rotational motion, covering the topic of angular displacement. It appeared in the 2025 exam.
Looking for more practice? Explore all physics questions or browse rotational motion questions on RankGuru.