Shortest Distance Between Two Lines in 3D

This is an educational video discussing how to calculate the shortest distance between two lines in 3D space. It was made using Adobe Premiere Pro CC, Autodesk Maya and Adobe Photoshop CC.
All content belongs to Anvi Dalal.

[@profabhishekiitr569]

This is the best video on skew lines I have seen till date

[@anishmukherjee9829]

As I imagined in my mind you represented just like that, I got confused in the skew lines can imagine them but couldn't write the equation. Thank you so much!!!

[@vedaanttambi3149]

Congratulations on making it to the finals of Khan Academy Talent Search Competition! You ve used awesome software! Keep it up!

[@ManishGupta-lj7gp]

No video on RUclips satisfied me as much as yours. A big solute and thanks. You are truly worthy.

[@xil-cdevashishkr.sharma0740]

The content in this video contains just the thing I wanted..... thank you soooo..much

[@fahadhashmi3709]

Great presentation of one of the complicated topic in 3 D geometry. You are awesome explainer

[@mechaliomar2447]

Extremely nice presentation.

[@cheeyeefong8442]

Thank-you for the very nice animation. The biggest challenge for me is to "see" why the projection of a line connecting ANY 2 points on the skewed lines is indeed the line that is the shortest distance between the 2 skewed lines. The animation, as interesting and educational as it is, fail to shed light on this . For me, actually constructing lines and planes using sticks and maybe thin cardboards in the real 3D world could offer a better understanding.

[@dheerajlalwani4486]

Hello there
That was a very nice and clear presentation
I like it
Also your voice is very clear
Please continue making videos

[@profabhishekiitr569]

Very good work. You have made some really valid points. And almost made it easy to understand.

[@itsme.01]

Great

[@raviverma3601]

Awesome explanation and excellent visualisation of the skew lines👍

[@jatingarg2517]

🔥🔥🔥🔥best best best best best best best best best best best best best best best best video ever 🔥🔥🔥🔥🔥🔥🔥 keep posting like this same

[@MathematicsFoundation]

So nice presentation

[@ryoikitokuiten]

Wow. I was visualising it but felt unsatisfied with the picture in my mind. This really is nicely done and good presentation btw.

[@fernandodanielgomezcarnero6789]

This is an amazing presentation. Greetings from Peru.

[@GauravgangwarGANGWAR-mj3yy]

Superb visualizations

[@impulsiveengineer]

Great 👍👍👍👍

[@RajendraPrasad-zc6kh]

Very well made 👏

[@sanjeet.kushwaha]

Thankyou very much ☺️☺️

[@vinay9755]

Thanks teacher for this.

[@Bakchodbaigan]

So much nice explanation by pc

[@sifatahmed1413]

Please give more vedio mam,,you are awesome mam,thanks❤️❤️❤️

[@tirthparmar1645]

Thank you..... this helps me to imagine!!!

[@user-dl6dr7ux4l]

👌👌👌

[@chandrikaraj8444]

Nice

[@youknowwho-fb2gj]

You're a goddess. Thankyou so much.

[@siddharthisaha5515]

Truely very good representation

[@lolxd1336]

Thank u so much ma'am

[@Priya-wk7fw]

Thank you so much

[@rahulravi661]

Awesome presentation !!

[@aryendrasingh4690]

Superb i really like it

[@MathematicsFoundation]

Can you tell me the software name you used in graphing lines..

[@infinix2003]

i would like to thank you a zillion times

[@mathsbyrajeshsir7653]

What's software are used for making this video presentation?????

[@adrop7120]

Great efforts👍

[@yewzlessboi357]

thans a lot❤

[@narayanverma2668]

Very nice explanation ma'am
I completely understand the topic, before that I feel uneasy to understand.

[@samirt1976]

Which software u use to draw the lines

[@gamingadda139]

Great explanation..

[@itzspiro6047]

Can you using this also find the two points that make up the skew line?

[@im_simarjeet]

AWSOME ...

[@souadzrabbi47165]

Thanks mam, loved it so much🥰

[@nagendranamarnath9862]

U deserve more

[@qinqin748]

Which app are you using

[@hemantthakur9010]

Was pink line really perpendicular to those lines.....???

[@diyachoudhary5467]

Great video, but can you please tell which angle is the angle theta?

[@radhikachhabra4646]

Theeta is the angle between P vector and O vector while taking the projection.

[@saketjha6980]

Thankyou so much.

[@akashjaiswal5353]

Thanks

[@123XTSK]

Crtique: The diagrams are continuously being shifted without giving time to visualize it...when you discuss about mutual perpendiculars.-

[@_Rajkishor_Thakur]

I have a confusion
In both equations of line there are vector r
It means any point whose position vector is r should be on the line
So r is in both case so there is a common point on l1 and l2 but they are skew lines??

[@saurabhbala877]

thank you very much maam but i think that yoou should teach with your original accent that will be more familiar and nice.Thanks

[@mouneshazonde6359]

How the L2 line is perpendicular to p segment

[@NamanNandan]

👍👍

[@vinay9755]

I am not getting about theta.

[@Googl963]

You messed up

[@matthewventures]

Why is there no sin(theta) term in the cross product definition at 9:30? This term is 1 and can be removed if b1 and b2 are perpendicular but we do not know that and cannot assert that.

[@ity1326]

i hate this , ma brain so thic i imagined the shortest distance but can't describe it to myself by projection of another line joining vector
it sucks :( !!

[@GlatHjerne]

Great video but her voice is very distracting ngl

[@sandhyaojha365]

you didnt pronounce anything properly use hindi how a smaal town guy will undeerstand

[@udithnarayan7837]

Voice is sucking

[@saleplains]

comment is sucking