📐 Angle Unit Converter (Degrees to Radians)
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📌 Understanding Degrees and Radians
Angles can be measured in degrees or radians. The common conversion formula is:
- 1 Degree = π/180 Radians
- 1 Radian ≈ 57.2958 Degrees
📌 Conversion Chart
Degrees | Radians |
---|---|
0° | 0 |
30° | π/6 |
45° | π/4 |
60° | π/3 |
90° | π/2 |
180° | π |
🔧 Practical Applications of Angle Conversion
1. Engineering & Physics: Used in calculating angular velocity, acceleration, and trigonometry.
2. Astronomy: Helps in measuring celestial distances and planetary movements.
3. Navigation & GPS: Essential for bearing calculations and map directions.
❓ FAQs
Q1: How do I convert degrees to radians?
✅ Multiply degrees by π/180.
Q2: Can I convert radians to degrees?
✅ Yes, multiply radians by 180/π.
Q3: Where is angle conversion commonly used?
✅ It is widely used in **mathematics, physics, engineering, and astronomy**.
Q4: What is π in angle conversion?
✅ π (Pi) is a mathematical constant approximately equal to 3.1416.
Q5: Why is angle conversion important?
✅ It is essential for **precise calculations in engineering, navigation, and physics**.