📐 Trigonometric Calculator

Calculate trigonometric functions with precision - supports degrees and radians



🔢 Input Angle

Degrees (°)
Radians (rad)

⚙️ Trigonometric Functions

Basic Functions

Inverse Functions

Hyperbolic Functions

📝 Calculation History

ℹ️About

The Trigonometric Calculator is a powerful and intuitive tool designed to perform precise trigonometric calculations with ease. Whether you're a student studying mathematics, an engineer working on complex projects, or anyone needing quick trigonometric calculations, this calculator provides accurate results for all major trigonometric functions in both degrees and radians.


With its clean interface, visual unit circle representation, and comprehensive function support, you can perform calculations efficiently and understand the geometric relationships between angles and their trigonometric values.

✨Key Features

🔄 Dual Mode Support
Seamlessly switch between degrees and radians to match your calculation needs. The calculator automatically converts and displays results in your chosen unit.
📊 Visual Unit Circle
Interactive unit circle visualization that updates in real-time as you input angles, helping you understand the geometric representation of trigonometric values.
⚡ Quick Angle Buttons
Access common angles instantly with preset buttons for frequently used values like 30°, 45°, 60°, 90°, and their equivalents in radians.
🔢 All Trig Functions
Calculate all six basic trigonometric functions (sin, cos, tan, csc, sec, cot) plus their inverse and hyperbolic variants with a single click.
📝 Calculation History
Keep track of all your calculations with an organized history panel. Easily review previous results and reuse them for new calculations.
🎯 High Precision
Get accurate results with multiple decimal places for precise scientific and engineering calculations. Results include both decimal and fractional representations where applicable.

📖How to Use

1
Select Your Angle Mode
Choose between Degrees (°) or Radians (rad) by clicking the mode button at the top of the input panel. The active mode will be highlighted in blue.
2
Enter Your Angle
Type your angle value into the input field, or use the quick angle buttons for common values. You can enter any decimal or whole number. The unit circle will update automatically to show your angle visually.
3
Choose a Function
Click on any trigonometric function button from the function panel. Options include basic functions (sin, cos, tan, csc, sec, cot), inverse functions (arcsin, arccos, arctan, etc.), and hyperbolic functions (sinh, cosh, tanh).
4
View Your Results
The results panel will display your calculation with the function name, angle, and result. Additional details like equivalent representations and related values may also be shown. All calculations are automatically saved to your history.
5
Review History
Check the history panel to review all your previous calculations. You can click on any history item to quickly reuse that angle for new calculations.

📚Function Reference

Basic Trigonometric Functions

Function Description Formula
sin (Sine) Ratio of opposite side to hypotenuse opposite / hypotenuse
cos (Cosine) Ratio of adjacent side to hypotenuse adjacent / hypotenuse
tan (Tangent) Ratio of opposite side to adjacent opposite / adjacent = sin/cos
csc (Cosecant) Reciprocal of sine 1 / sin
sec (Secant) Reciprocal of cosine 1 / cos
cot (Cotangent) Reciprocal of tangent 1 / tan = cos/sin

Inverse Functions

Inverse trigonometric functions return the angle when given a ratio value. They are useful for solving triangles and converting between rectangular and polar coordinates.

Hyperbolic Functions

Hyperbolic functions are analogs of trigonometric functions but for hyperbolas instead of circles. They are commonly used in calculus, physics, and engineering applications.

💡Tips & Best Practices

💡 Pro Tip:

For angles in radians, remember that π (pi) ≈ 3.14159. Common angles: π/6 ≈ 0.524, π/4 ≈ 0.785, π/3 ≈ 1.047, π/2 ≈ 1.571

⚠️ Important:

Tangent, secant, cotangent, and cosecant functions are undefined at certain angles (like 90° for tan). The calculator will display "undefined" or "infinity" for these cases.

🎯 Accuracy:

For maximum precision in scientific work, use radians. Radian mode provides more accurate results for calculus and advanced mathematics applications.

🔄 Quick Conversions:

To convert degrees to radians: multiply by π/180. To convert radians to degrees: multiply by 180/π.

🎓Common Use Cases

📐 Geometry & Trigonometry
Calculate unknown sides and angles in triangles, verify trigonometric identities, and solve geometry problems.
🏗️ Engineering
Analyze forces, waves, oscillations, and structural calculations in civil, mechanical, and electrical engineering.
🔬 Physics
Calculate projectile motion, wave functions, harmonic motion, and other physics phenomena involving periodic functions.
📊 Data Science
Perform signal processing, Fourier analysis, and work with periodic data patterns in statistical analysis.

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