Analysis refers to the study and examination of functions, limits, continuity, derivatives, and integrals in calculus.
Limits: Limits determine what happens as variables approach certain values or infinity. They help us understand how functions behave near specific points.
Continuity: Continuity describes when there are no breaks or jumps in a function's graph. It ensures that there are no sudden disruptions or gaps in our understanding.
Differentiation: Differentiation involves finding derivatives, which tell us about rates of change and slopes at different points on a function's graph.
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