Linear Dependence/Independence and Wronskian

[@ianadelman8380]

Straight to the point, no fluff, good content. Great video, thanks!

[@engineeringmadepossible6515]

Thank you!

[@syedmuhammadsameer8299]

Thank you so much for your video mate. I don't usually comment on youtube videos, but I wanted to say please keep on going. You are really helping out students like me and I really appreciate it.

[@engineeringmadepossible6515]

Thank you! I really appreciate your comment.

[@johnlloydperez9755]

the best explanation yet! but why is this on bottommost part of the recommendations

[@engineeringmadepossible6515]

Thank you!

[@agustinfigueroa7096]

YOO great explanation! very clear and concise. My professor is horrible but you have made it 10x easier to understand. appreciate you bro

[@engineeringmadepossible6515]

Unfortunately I had the same experience with Professors lol I'm glad this was able to help you! Thanks for watching!

[@SaberToothpick]

I think its important to mention that you stop at n - 1 order when writing the Wronskian matrix where n is the number of functions. if you had 3 functions then you would stop at the second derivative for each function.

[@johndanielbuenaventura5140]

May I know, is this topic just all about proving whether its linearly in/dependent and not aiming for a general solution?