Very usefull and understandable! Thanks a lot for Your great effort to explain complex calculations in a friendly and reasonable way! Thanks a lot! Tom from Hungary
Property 3 doesn't make any sense at near the 5:00 mark in the video. How can you just multiply one row by k. Typically if k is a constant in front of the matrix it goes to all of the terms. So how can you have a constant being multiplied by a matrix and not having that constant being distributed to all of the elements in the matrix.
@@ProfJeffreyChasnov Also the det(A)+det(B) = det(A+B) formula, while the determinant doesn't carry over with addition like it does with multiplication in general, but it is true for all 1x1 size matrices, which is a special case.
Find other Matrix Algebra videos in my playlist ruclips.net/p/PLkZjai-2Jcxlg-Z1roB0pUwFU-P58tvOx
Your videos deserve more views and lots of likes. Excellent explanation as always!
oh man you lesson is so simplified and intuitive
Understood this video way better than the 1.5hrs lectures i took❤
Very usefull and understandable! Thanks a lot for Your great effort to explain complex calculations in a friendly and reasonable way! Thanks a lot! Tom from Hungary
This cleared things up so well, thank you!
As with Gilbert Strang, when Jeff Chasnov says something about linear algebra, I somehow understand it.
sir thanks a lot your video is very helpful for me thanks once again
Thank you so much!
What technology are you using in the vid...that's all i wanna know
tbh i went to the comments to know and still couldn't find it
Thank you!
9:50 thank you
Thank you very much sir
thank you so much
Damn I love maths
sir will you please make more videos on the topic inverse trignometric class 12
Ya ak samjo more sa kya karta ho
Property 3 doesn't make any sense at near the 5:00 mark in the video. How can you just multiply one row by k. Typically if k is a constant in front of the matrix it goes to all of the terms. So how can you have a constant being multiplied by a matrix and not having that constant being distributed to all of the elements in the matrix.
The property is not about multiplying a matrix by a constant. It is about a row operation, like what you do for Gaussian elimination.
@@ProfJeffreyChasnov Also the det(A)+det(B) = det(A+B) formula, while the determinant doesn't carry over with addition like it does with multiplication in general, but it is true for all 1x1 size matrices, which is a special case.
NSHM waalo apna attendance dedo 😂
Thank you!