by adding 90 degrees to 40 he is doing just that. btw man your comment helped me to understand why adding 90 degrees to 40 makes sense, cos(130) and sin(40) have the same magnitudes but have opposite signs. thank you for making this comment a year ago.
We making it out of physics class with this one 🔥🔥🔥
why cant we have a professor like u man, I have a midterm tomorrow you help a lot. Thanks legend
How can a someone explain in that amazing way! actually you gave me a hope to understand mechanics💖💖thank uuuuuuuuuu
My observation is that X- components of the two vectors are in different quadrants, so they should be subtracted.
by adding 90 degrees to 40 he is doing just that. btw man your comment helped me to understand why adding 90 degrees to 40 makes sense, cos(130) and sin(40) have the same magnitudes but have opposite signs. thank you for making this comment a year ago.
tysm, this really helped out a lot
gl sa p6
This helped me soooooooo much, I was LOST when it came to relative velocities just from my teacher
thank you so much this video helps a lot
excellent explanation 👋
Please make more videos on this topic.please😢
You just saved me for my test tomorrow
Thanks so much for this
Literally awesome man
Great video, my professor could never lmao
sir there is a mistake in second question it is the ceta of vag it isnt a30
it is actually 65 + 45 = 110 degree
Thank you!
Thank you so much 😊
Very good
w teacher w video
For example 2 can i use the parallelogram law for adding two vectors
You're the best
legend
thanks ! very amazing
Smash. Next