Improper Integrals Infographic

Notes:

Arrows in graphs indicate we are interested in the function’s behavior at infinity.

Infinite integrals can also have a limit of negative infinity. Likewise, discontinuous integrals can have a discontinuity at the right endpoint or an interior point.

On occasion, you’ll need to split the integral before following the flowchart.

The flowchart only shows the form of your result at each step.

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