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If this video helps you and you want unicoos to continue growing, SUBSCRIBE, click "Like," and SHARE it. If you also join us at http://www.unicoos.com, it will be great!!! #seeyouinclass :-) Corresponding to the UNIVERSITY, in this third video on IMPROPER INTEGRALS OF THE SECOND KIND, we will solve the integral of 1/√(9 - x²) between 0 and 3, and we will check whether the area defined by the function with the x-axis (abscissa) CONVERGES or DIVERGES. Since the function presents a discontinuity at one of the limits of integration, as we can see in the sketch of the function, we must apply a limit to our integral in order to apply Barrow's Rule. If you have any specific questions about mathematics, physics, or chemistry, you can leave them in the forums at www.unicoos.com. Follow us on: YOUTUBE / unicoos FACEBOOK / unicoos (Like) TWITTER / unicoos (@unicoos) GOOGLE + http://www.google.com/+unicoos WEB http://www.unicoos.com And if you want to help me subtitle the videos in other languages, I'd be incredibly grateful... Ask me how... "Snowflake - Longing (Base Mode pres. Lunar Chillout Mix)" by Lunar http://ccmixter.org/files/lunarmusic/...

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