Calculus studies how things change using limits, derivatives, and integrals.

Limits show how a function behaves as inputs approach a point.

Derivatives measure how fast something is changing at a moment.

Integrals help calculate totals like area under a curve.

It’s used in physics, biology, economics, and engineering.

Newton and Leibniz developed calculus in the 1600s.

Example: derivative of x² is 2x, showing rate of change.

Learn derivative rules to solve problems faster.

Calculus helps understand motion, growth, and change.

Try applying calculus to real-life motion problems.