Lecture 33: Direct Comparison test for Improper Integrals of Type I and II.

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Thank God I stumbled upon your video. Great explanation Sir!

Thank you!

idk-osx
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1) divergent
2) divergent
3) convergent
Excellent explaination thank you so much sir

architapatel
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1.Diverging
2.Diverging
3.Converging

engineeringstudent
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Thank you sir so much your teaching method is so Best atta from Pakistan

atta
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At 18:00 answer won't change but shouldn't it be c tending to 0+
HW
1)Diverging
2)Diverging
3)Converging

kartikchavan
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In 3rd HW problem, what to take as g(x)???

thorrr
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Hello sir how to choose g(x) when function is in terms of log

priyankaprabhakar
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Sir i have a question how to solve integration 0 to π/4 (1/√tanx) dx
Sir tried to solve but i didn't get the ans

architapatel
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Sir, in question 2 (improper in.of 1st type) we have not chosen g(x) as 1/x^2 as it is not defined(discontinuous)at x=0, but in question 3(improper in.of 2nd type) we have opted g(x)=1/sqrtx, but this is also not defined at 0, which is in the domain, can u please clarify this.

preekshitchandel