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How do you prove that an improper integral is improper?
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It's bounds either go to infinity, go to a value that would cause a discontinuity in the equation, or its bounds include a value that would cause a discontinuity in the equation.
so for example, if the integral is from 2 to infinity, it goes to infinity and -infinity?
just having one infinite bound is enough to make it an improper integral. The integral still only goes from 2 to infinity but what you have to do is replace the infinity with another variable, say a, and then take the limit of the integral as a approaches infinity.
thank you so much!
anytime
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