Linear Algebra 2.1.2 Matrix Operations - Multiplication and Transpose

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Hi I am a student from Turkey and I really enjoy your videos and way of teaching. Even if my professor in University is great I like your videos and watch them before my exams to recap. Thanks for your effort.

mehmetenesonus
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Getting a bit tougher, but again great explanations...thanks again for the great videos!

ticketpirates
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Thank you so much for making and posting these videos!

erical
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thank you! you make it much easier than my professor!

jacobschnoebelen
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what beautful explanation to understand👏❤

expolim
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theres a mistake with a + sign in the 9 minute interval anyone else notice?

Radical
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if we can define both AB and BA would AB be equal to BA

angelostsekos
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for the row column rule, how do you know how far to go when writing a_i1(b_1i)+a_i2(b_2i)... etc, like why do you only do 2 why didnt you do a 3rd a_in(b_ni) in the example at 11:30

roeal-wazeer
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In Theorem 2 when using the identity - if the identity matrix is a square with dimensions matching corresponding n & m of A (depending on if left of right multiplied), then A will always be mxn. If that is the case, is A ever a square matrix?

ElmerOmero
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Was looking forward to the homework but there was none!😢

llSeyahll
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What happens when you lets say A = 3x3 and B = 2x3? In this case, 3 and 2 does not equal each other. So what do you do?

patelav
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Hello professor, could you show how you make videos: record, edit - complete equipment and everything that goes into making a video presentation like this with Great detail?

muhammadabdullahriazbhatti
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Around 9:50 your equation says add, but you multiplied. Which is correct?

mattcampbell
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which text book is used for this course?

Regards,

marduktr