I am extremely happy to see that the videos could be of some help to you. I have over 100 videos on lines. Explore share and keep providing feedback! Link: ua-cam.com/play/PLJ-ma5dJyAqoTi85-p7y6rkfBFo3y97jN.html Thanks
Factually correct, but you start with the formula which would be most important to actually derive, so the rest of the video becomes somewhat useless. It's a good explanation but leaves out the vital part.
Thank you, professor, because in 2 minutes of watching your video I was able to understand projections
This is the best explanation that I've ever heard, thank you so much for this.
you have no idea how much i needed this thank you
thank you so much!
Great video!
wonderful
Excellent 👌 nicely explained
Simple but powerful method I never understood that toopic before
Thank you sir... That was really easy 😊😊
Thank you 💕
Good
Thank you.. sirji
Anil I love you thank you so much
Thanks sir
Thank you
Thanks. Here is a playlist on Dot Products: ua-cam.com/play/PLJ-ma5dJyAqpfyK3lAiLrAr-kKCUXAvK8.html
Hi the videos have been extremely helpful and interesting could you start doing a playlist on Vector Equation of a line unit ? Thanks :)
I am extremely happy to see that the videos could be of some help to you.
I have over 100 videos on lines. Explore share and keep providing feedback!
Link: ua-cam.com/play/PLJ-ma5dJyAqoTi85-p7y6rkfBFo3y97jN.html
Thanks
Anil Kumar I already found out the Playlist. Saw that you had already done it a long while ago. Haha thank you :)
Great!
What happen to the cos?
So we can say "Vector projection" as "Component"... can't we??
Uucle Hindi bolne me saram aave
aap ko english bolne mai shram arahi hogi
Factually correct, but you start with the formula which would be most important to actually derive, so the rest of the video becomes somewhat useless. It's a good explanation but leaves out the vital part.
Nice but u should use hinglish
Hinglish: ua-cam.com/video/lTH8cf_Z_Ks/v-deo.html
Sir aapne ye kis cheez ka link bheja h😂😂🤣🤣🤣
@@MathematicsTutor😂😂😂😂
Angraj ka baccha
thank you