📐 Secant Calculator
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📌 Understanding Secant Calculation
The secant function calculates the reciprocal of the cosine function. The formula is:
- sec(θ) = 1 / cos(θ)
- Secant is undefined when cos(θ) = 0.
📌 Example Calculations
Angle (Degrees) | sec(θ) |
---|---|
0° | 1 |
30° | 1.1547 |
45° | 1.4142 |
60° | 2 |
90° | Undefined |
🔧 Practical Applications of Secant Function
1. Engineering & Physics: Used in wave mechanics and structural analysis.
2. Navigation & Astronomy: Helps in celestial positioning.
3. Optics & Electronics: Essential in lens curvature and signal processing.
❓ FAQs
Q1: How do I calculate secant?
✅ Use the formula sec(θ) = 1 / cos(θ)
Q2: What is the secant of 0°?
✅ sec(0°) = 1
Q3: Can secant be undefined?
✅ Yes, secant is undefined at 90° and 270° because cos(θ) = 0 at these points.
Q4: Where is secant function commonly used?
✅ It is widely used in **engineering, physics, and astronomy**.
Q5: Why is secant function important?
✅ It helps in **solving real-world problems related to distances, wave propagation, and signal processing**.