Understanding Functions
Functions are at the heart of calculus. They help us describe the relationship between variables. In calculus, you often deal with functions that continuously change. 📈🔄
Types of Functions
- Linear Functions – Straight line graphs, defined as f(x) = mx + c.
- Quadratic Functions – Parabolic shaped graphs, expressed as f(x) = ax² + bx + c.
- Exponential Functions – Rapid growth or decay, represented by f(x) = a * bˣ.
- Trigonometric Functions – Include sine, cosine, and tangent functions. Essential for periodic phenomena. 🌊
Interactive Example
Try plotting simple functions here and see the magic unfold!
Further Reading
Want to explore more? Visit our detailed sections on Derivatives and Integrals.