Video

Thank professor Kimberly I really liked this playlist the lectures are simple and clear and the pace is optimum

Thanks mamm

Thank you so much for this video! It really helped!

Arigato gozaimasuu!

Could the practice problem still be solved with a matrix?

I am part time worker and student thats why doing maths and other was really difficult but seems like youre lifesaver now i can go through all your videos it covers overall around 80% of maths i need to attend thanks mam🙏❤️

Mam in my book they havent gave any of the value for the second example so what should i suppose to do?

in 11:40 , how could the set of vectors be linearly independent and have an equation 4v1 + v2 + 3v3 = 0 ?

Do you have practices question too?

Font syke is a bit not readable

Beautify ur powerpoint!!! its a bit not readable

This was the least explained video

For anyone who struggles to understand distinguishable/indistinguishable boxes or objects, you can try visualizing it with MS Paint or any painting tool you have. If a box/object is labeled/distinguishable you can pain each object with a different color, and the identical box/object you can put them on plain white. Then you can try putting each object into a box and see the outcome. Of course this only applies as learning experience and for small sets of boxes and objects. For example for the practice b) when you put your colored balls into white boxes it doesn't matter which box you choose and the outcome will always be 5 boxes with their colored balls and 2 empty white boxes => 1 way.

U are not fit to teach

Very clear explanations, thank you!

Thank you, this is very clear.

Great tutorial, thank you!

i dont understand the last example, what does it mean by the zero vector not belonging to H?

Thank you so much for helping me cement my understanding of discrete maths concepts.

I love the party planning. It’s like “or, of course, you could just not have a party in the first place!” 😂

This is so so good. I'm going through and filling in my CS knowledge (never got a degree in it) and discrete maths is so foundational. Thanks for making this free online!

Thank you Professor Brehm! Your videos are both wonderful and indispensable learning resources for anyone studying discrete mathematics.

This series was extremely useful. Thanks a lot for putting so much work and dedication into your videos. I finished the course in 3 days because of your teaching quality and ability to explain everything to a dummy. I wish every course I take had an instructor like you.

Thanks so much Madam. You teach this so awesome

highkey rushed through the last explanation of the last practice problem, im frustrated.

can i use the +/- A1j Det(A)1j and subtitute different rows for 1 or do i strictly have to use the Cij formila when working with anything other than row 1

Ma'am can you please do a video on leibnitz Theorem thank you in advance

Thanks a lot professor!

I luv u 🥹

One of the best mathematics teacher.

Hoping to pass my exam today, thank you so much for your videos😭❤️

Nice explanation

Isn't this still section 4.5?

for the pseudocode for computing div and mod, does it work for when a < 0 but not r > 0 (r = 0 in this case because r cannot be less than 0)? I tried the case -30/5 and ended up with r = 0 and q = 6 according to the algorithm, which is not correct.

isnt determinant / rank more efficient to find indepent condition

Ideally for last question , we should consider the augmented matrix of A|V and see if it is consistent , to see if V belongs to Col A. ( According to Lay 5th Edition section 4.2 Question 7 b )

Actually you should've used 3 for your (y1) instead of 11.

Godsend. should pay you my tuition instead of my uni.

Amazing such an appreciating video

You are my hero, if I pass my exam tomorrow I will be grateful with you for life, teachers are amazing

gg

Im currently self studying pure maths and i wanted to say i love this series. I use two books for linear algebra, the gorge e shilov book and Axlers linear algebra done right and this series helps me get a grasp of fundamental concepts before i reach them in the books where the concepts are abstracted to the point where its hard to make sense of the concepts without a basic understanding. thank you

Thank you for creating this video. I had spent a few days to underpaid ‘consistent for all possible’ but still didn’t get it until watching this video. You are a life saver!!!!!

I should not be watching this, I just finished linear algebra😂 but I love your videos, you do an amazing job teaching these important topics (I especially loved your discrete math course, you taught it out of the same book as my school used). Thank you for your hard work to help students!

5:31 i dont get why b and c are negatives

Thank you for providing a detailed solution. It's not hard to make an error when calculating)

Great explanations and problems at the end of the video, thank you!

9:05 isnt 0 squared equal to 1???

Your videos have been instrumental in my understanding of the subject. The clarity of your explanations and the practical examples you provided made complex concepts much more digestible. Your passion for teaching and your dedication to making these resources available for free is truly commendable. I am thrilled to share that I have completed my semester with an A+ in Discrete Mathematics! This achievement would not have been possible without your insightful videos. Thank you once again for your invaluable contribution to my academic journey. Your work has not only helped me but also countless other students around the world. Please continue to enlighten us with your knowledge.

thank you 👏👏👏