29yo here having a painful time recalling linear algebra… Why complicate this with a third dimension if the planes of your lines are parallel? I need a 2D case, mostly for non-parallel.
@@user-bs6ft5ye5z True, but what about segments? Wish I could remember what I was working on 2 years ago when I asked that question… probably continuous collision detection…
@@MuradBeybalaev line segments , i guess follow the same logic ,the closest points on the two lines occur when the line connecting the two points is perpendicular to both lines
This 90's video still worked brilliant. thanks!
2016 ki uploaded h -_-
She is very intelligent teacher
Wishing she were my school Teacher
Well Explained In the starting but didnt got the scalar projection part quite good in my head....
Nice explanation madam
please tell me how "PQ=p=AC cosθ
Nice madam
nicely taught doe
Best video of math
but how can it be a salar projection...thats nit what we learnt in vectord projections were like shadows of vectors
Nice yar
29yo here having a painful time recalling linear algebra…
Why complicate this with a third dimension if the planes of your lines are parallel?
I need a 2D case, mostly for non-parallel.
in a 2d case if lines are non parallel they would be intersecting and shortest distance would be zero
@@user-bs6ft5ye5z True, but what about segments? Wish I could remember what I was working on 2 years ago when I asked that question… probably continuous collision detection…
@@MuradBeybalaev line segments , i guess follow the same logic ,the closest points on the two lines occur when the line connecting the two points is perpendicular to both lines
lol that editing
Good morning, Mam but Hindi ka bi prayog Kar lijye