Indefinite integration allows us to find antiderivatives of functions. It's essentially the reverse process of differentiation.
Some common indefinite integrals that students should memorize are:
You can often verify these formulas by differentiating the result.
The '+C' at the end of each integral represents the constant of integration. This is crucial because indefinite integrals represent a family of functions that differ only by a constant.
These basic integrals can be extended to include composites with linear functions of the form $ax + b$. For example:
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