Integration Part 03 අනුකලනය

Here's a breakdown of some key points:

Antiderivative: Integration is often called finding the "antiderivative" of a function. The derivative tells you how a function changes at a specific point, and the antiderivative tells you the total change over a range.

Notation: Integration is symbolized by an elongated S ∫ followed by the function and the variable it's integrated for (e.g., ∫ f(x) dx).

Not Unique: Unlike differentiation, the antiderivative (integral) of a function isn't always unique. There's usually a constant term added at the end (called the constant of integration) that reflects different starting points for accumulation.

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