Introduction to Differential Equations 🌿
Welcome to our calculus guide on differential equations! Differential equations are a fundamental part of calculus and are essential in modeling various real-world phenomena.
What is a Differential Equation?
A differential equation is an equation that involves an unknown function and its derivatives. They are used to describe the behavior of various systems in engineering, physics, biology, and more.
Example:
The equation dy/dx = 3x^2 is a simple differential equation.
Why Learn Differential Equations?
Understanding differential equations allows you to model dynamic systems, predict behavior, and optimize processes. From forecasting weather to designing circuits, differential equations are critical tools.
Resources and Next Steps 🚀
Ready to dive deeper? Here are some resources to continue your journey: