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This was so helpful! Thank you so much

Gil would you do Linear Transformations please

Awesome superb lect

I really like this with my heart thanks dear you such a good teacher

Thank you Mr Gilbert.

For the Polynomial Property, the "a's" should be raised to their respective powers as opposed to all being raised to the first power. It should read: c0 + c1*a + c2*a^2 + c3*a^3 + ... + ck*a^k

Sir pls u could explain how u got E¹ and E2 as u were row reducing to echelon form

Thanks for helping during exam.

I have spent two days trying to figure out nested quantifiers. IDK what you did differently other than, not assume that people understood the concept after one example. But, this is the absolute best nested quantifier video on the internet sir. Definitely a great video!

Why is 1/((pi)(n)) a subsequence of 1/n? I thought the denominator must be natural number only?

thank you for this very important information.

This was definitely helpful. Thank you sir

Thank you so much for this explanation , definitely helped me out

Good explanations sir

Thank you so much. 🌹

Hey I really love your videos and find them useful can you make more videos on discrete mathematics with this same textbook you are using

Just want to say thank you sir! You helped me do great in real analysis class!

best vid on YT!

Great video!

Thx man made my life easier

Thank you so much!!!!1

Thank you so much for the video. I really have been struggling with proofs and your lecture helped. As far as #3, I'm proving it is true where k=40k^4 + 40k^3 +10k^2 is an integer. There for 5m^2 n^2 +7 is odd.

Gilbert sir .....amazing lecture and fully conceptual......I lk ur way to talk ......sound is audible clearly and thanks Sr ....

Professor Eyabi, hope you get around to post all the rest of the videos for this class.. You helped me out a lot and I really like your teaching style. Have a great day!

Is this the end of the series?

I swear I love you 😽❤️❤️❤️

This was helpful...thank you for this channel. saving my life

Amazing!! I wish you were my professor!

Well explained! Thank you :D

This is awesome I enjoyed my learning Chinese teachers don't no how to explain Thank you sir.

Are you Nigerian?

Great examples, thank you!

I really appreciate your videos and your thorough explanation of the examples. I couldn't have gotten this far in the course without you. Will you continue to post at least chapter 4 and 5?

Thank you!

nice

U have a beautiful family man

Please keep these videos coming Dr. Eyabi! They're helping a lot in my Discrete Math course

Thank you for posting these videos Dr. Eyabi!

This is awesome and helpful! Please keep it up. Once you are finished with single variables, are you going to cover multi variables?

u r the best u make it easy thks

good elocution.

I am very impressed with this video! Thank you for making this video, Gilbert :) It helped me a lot on my linear algebra homework.

Thank you so much

really thank you so much , you really helped me a lot .