In this video I go over further into improper integrals and this time discuss the type 1, Infinite Intervals, in great detail as well as outlining a definition for it. The first type of improper integrals is when the interval is infinite, such as the integral of a function from x = a to infinity. Even though the interval may be infinite the actual integral may approach a finite number if the limit of the function at positive or negative infinity exists.
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Related Videos:
Improper Integrals: Introduction:
The Definite Integral - Brief Introduction:
Integrals and Areas Between Curves:
Infinite Limits - Precise Definition:
Infinite Limits - Vertical Asymptotes: 
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