Derivation : Triangle Law of Vector Addition

This is Derivation of Triangle Law of Vector Addition. Triangle Law of Vector Addition is great method to add two vectors. Triangle law of vector addition states that when two vectors are represented by two sides of a triangle in magnitude and direction taken in same order then third side of the third side of that triangle represents in magnitude and direction the resultant of the vectors.
so if there is triangle ABC then vector AB + Vector BC = vector AC. This is the triangle law of vector addition works. Few examples given in the above video of triangle law of vector addition definitely will help you to add to two vectors quickly.

Since resultant is a vector quantity we need to find magnitude as well as direction of the vectors.

[anilkumarkasaragadda]

REALLY THANK YOU SO OUR TEACHERS CAN'T EXPLAIN LIKE THIS.VERY VERY THANQ SO MUCH.

[pigeonshub]

This was the best video on this topic on YouTube 😁

[rudrakshadixit]

thanks for such a nice video bro! Helped a lott

[maheshmalthumkar]

it's very awesome & easy method to undestand. so, my very greatful thanks to sir/madam to give me this oppurtunity.

[JattisaTT]

i didn't understand the same thing from modern publications physics book of +1 ..

but this one is quite easy and understandable .. :D thanx alot ..

[yashikapandey]

understoood easily very much plz upload moree

[Rockinganu]

helped me a lot... watching just before my physics exam !! :) thanks !!

[nikhilj]

Awesome teaching didn't got it from the school teacher but you taught it well❤️ thank u 😁

[PremChand-UQ]

Thank you very much i understand every

[hanmanthreddy]

Thank you very much....!! This is quite helpful

[Kivaxoxo]

Thank you so much... i finally understand!

[superiorchocolate]

it helped me alot :"))
subscribed :")

[mishael]

Dear Sir/Madam In The Special Cases You Have Forgot To Put QCos thetha In Finding Tan Beta..But Thank You Anyways I Have Understood This Concept Thanks To You..

[jyotibansal]

Bro how to find angle between Q vector and resultant vector...

[chaitanyavarmajampana]

by learning visually can understand much better

[anshalantony]

thank you it was very helpful, but can i ask which country you r from?

[siddiqisah]

this is a good derivation but you speak fast but thanks for that though