📐 Convert Degrees to Radians
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📌 Understanding Degrees to Radians Conversion
Degrees and radians are both units for measuring angles. The conversion formula is:
- Radians = Degrees × (π / 180)
📌 Example Calculations
Degrees | Radians |
---|---|
0° | 0 |
30° | 0.5236 |
45° | 0.7854 |
60° | 1.0472 |
90° | 1.5708 |
🔧 Practical Applications of Degrees to Radians Conversion
1. Mathematics & Trigonometry: Essential for solving trigonometric equations.
2. Engineering & Physics: Used in rotational motion and wave functions.
3. Computer Graphics: Important for animations and 3D transformations.
❓ FAQs
Q1: How do I convert degrees to radians?
✅ Use the formula Radians = Degrees × (π / 180).
Q2: What is 180 degrees in radians?
✅ 180° = π radians
Q3: Can radians be negative?
✅ Yes, negative radians indicate angles measured clockwise.
Q4: Where is degrees to radians conversion commonly used?
✅ It is widely used in **mathematics, physics, and engineering**.
Q5: Why is radians preferred in scientific calculations?
✅ Radians simplify trigonometric formulas and calculus operations.