What is Differential Calculus?
Differential calculus is a branch of mathematics that focuses on how functions change when their inputs change. It's all about rates of change and slopes of curves!
Let's explore the basics and some 🐸tastic applications!
Key Concepts
- Derivatives: A derivative represents an instantaneous rate of change.
- Limits: The concept of limits underpins the definition of derivatives.
- Tangent Lines: Derivatives help in finding the equations of tangent lines to curves.
Differential Calculus in Action
From calculating speeds in 🏎️ racing to finding optimization in 🌿 nature, differential calculus plays a crucial role in real-world applications!
Explore more with our carefully crafted exercises: See Exercises