Real Analysis 53 | Riemann Integral - Properties

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This is my video series about Real Analysis. We talk about sequences, series, continuous functions, differentiable functions, and integral. I hope that it will help everyone who wants to learn about it.
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#RealAnalysis
#Mathematics
#Calculus
#LearnMath
#Integrals
#Derivatives
I hope that this helps students, pupils and others. Have fun!
(This explanation fits to lectures for students in their first and second year of study: Mathematics for physicists, Mathematics for the natural science, Mathematics for engineers and so on)
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[@richardgomes8164]

Sir, you are a saviour for many students who are facing difficulties in Pure Mathematics. I am revising concepts for a refreshment course. Thank you so much.

[@MA-zo3cm]

I seriously appreciate this. I am still on algebra 2 so it may be a long time before I get to benefit from your videos, but I am grateful that they are there and waiting for me.

[@brightsideofmaths]

Thanks a lot :)

[@adityagiri3600]

what are some of the topics that you are planning to cover in real analysis for the future?

[@brightsideofmaths]

I will do a lot about integrals :)

[@adityagiri3600]

@@brightsideofmaths will you make a video on Fourier series? or more types of continuities, or fractional derivatives?

[@brightsideofmaths]

@@adityagiri3600 Yes, but maybe this will be another series. Otherwise, I will reach three digits here :D

[@adityagiri3600]

@@brightsideofmaths awesome!!

[@masoumehsaberi7110]

3:58 does the function need to be continuous at this point?

[@brightsideofmaths]

No, just integrable.

[@masoumehsaberi7110]

@@brightsideofmaths Thank you!

[@jaxoncr]

1st lol

[@andresmugnier5477]

2nd lol

[@SamSarwat90]

@@andresmugnier5477 3rd lol

[@ZanderzMcCluer]

4th :)

[@brightsideofmaths]

What you see here are so-called ordinal numbers.