In arithmetic, a matrix is an oblong array or desk of numbers, symbols, or expressions, organized in rows and columns.
This course is about fundamentals of matrix algebra.
source
The Future of Education
In arithmetic, a matrix is an oblong array or desk of numbers, symbols, or expressions, organized in rows and columns.
This course is about fundamentals of matrix algebra.
source
More algebra courses: https://youtu.be/_F7_zB3BYQ0
Thanks for the teaching
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(1,2,3) is a tuple not a vector
Matrices are so darn useful but I always found analysis and complex analysis to be more fun to learn and use.
The speaker is so confusing.. thanks we know matrices better than the speaker.. i mean seriously the speaker dont know the rule of multipliction of matrices.. if you r confused wht ll u deliver.. its like you write order of both matrices you want to multiply e.g A( m×n) and B(m×n) so to multipl matrix A colmuns must n equal to nu.ber of rows of matrix B.. i.e A(n) = B(m)..
This was not helpful for “beginners”
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Nice
Is this a subset of literary algebra