On this video I am going over a e-book on linear algebra that’s actually good for novices. In case you are making an attempt to be taught linear algebra that is in all probability one one of the best books on the market as a result of it’s a lot simpler to learn than most of the different linear algebra books. Actually it’s arduous to discover a linear algebra e-book that’s simply wonderful. This one actually stands proud from the others within the sense that it’s good for novices.
I’ve reviewed different linear algebra books and plenty of different math books. Try my different opinions right here,
The e-book is named Elementary Linear Algebra and it was written by Howard Anton.
That is the e-book on amazon: https://amzn.to/2THNIjt
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I got the eighth edition of this book it has more content than the third edition so I would definitely check it out.
I have this book!!!! Well the 11th edition😅
Elementary algebra sounds nice I love it so much and wish to get a copy hopefully soon I hope any more plsz.💋💋💕💕💕💗💗💙💙💙💙🌷🌷🌷💓❤🌹
Thanks for the recommendation. I am currently reading "No Bullshit Guide To Linear Algebra." After that I will begin the all famous "Linear Algebra Done Right!"
I have a math book collection too so your book review videos are a boon. Thank you MS !!!!!
I wonder when that 3rd edition was published haha. I studied out of the 11th edition like 5 or 6 years ago. The applications version of the 11th edition has a whole chapter going over 20 different applications of linear algebra! Toward the end of the semester, my teacher had students choose an application (or section of the book we didn't cover in class) to present as a project. Fun times.
Yup, this is good first book for linear algebra. Two other ones I like are "Linear Algebra and It's Applications" by David C. Lay and "Linear Algebra: A Modern Introduction" by David Poole. A good differential equations/linear algebra hybrid is "Differential Equations & Linear Algebra" by Stephen W. Goode.
I love your channel so much! I don’t know why…lol
Do you have a video on solving recursive sequences by using diagonalisation / is there a chance you do a video on that in the future?