Discrete Math - 9.3.1 Matrix Representations of Relations and Properties

[@8ARSH8]

This is by far the best video i watched explaining composite relations. Miss i just wanted to say i owe you my degree.Thanks so much!

[@pedro.balbino]

I'm here from the older video of the same topic. You're awesome !

[@chocoopie2838]

thank you so much you clear my concept. you r good than my teacher

[@jeroen3648]

Thank you for this video, I got stuck with composite relations and your video helped me understand it :>

[@SawFinMath]

Glad I could help!

[@junaidmughal3806]

Also love your neat and colorful handwriting

[@osama_statimath]

Thank you as big as the sky

[@junaidmughal3806]

Love your videos, thanks alot Prof Brehm!

[@franckterence7831]

same here

[@junaidmughal3806]

@@franckterence7831 oh this was from 3 months ago, now I just passed my second semester in university

[@kidumyran3908]

Awesome class😍😍😍😍😍😍😍😍😍😍

[@DR-yj3us]

Nice Explanation 👍

[@osama_statimath]

Thank you

[@steez_s]

thanks gang

[@steez_s]

im going to ace this test

[@jaydeestrada5965]

Can you clarify what you mean @8:33 when you say (1,3) or (3,1) are in the relationship but not both... how does that relate to what you wrote in green which states this means that mij = 0 or mji = 0 , or both?

[@vinayak186f3]

Thanks ma'am

[@iruxana]

Thanks 😭💗

[@hindj9142]

What if I have a one in the original matrix that doesn’t occur in the product matrix but all ones in the product matrix match the ones is the original, does that make it not transitive?

[@yasernimreh3781]

What about the transitive in the zero one matrix?

[@nabeelfarooq4872]

Ma'am at 14:20 you say about squaring S but in the green color you have written square of matrix g. Please clarify.

[@nabeelfarooq4872]

My bad S looks seemingly similar to g, funny I noticed it later!

[@outhide4715]

Lol leaving a comment on every video i hit today❤🤟💯