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I spent hours trying to do this and you explained it in minutes. Thank you so much ❤️
Just wanted to say this video is helping people in 2020! :)
Also in 21
2022! :)
These kind of videos with the animations and such are a great help. Thank you for taking the time to make these videos
This was the most practical tutorial ngl.
Omg thank you so much, you really know how to explain , I wish you were my teacher
it was explained exactly as it should be ! Thankyou so much
thank you,this is a good video
Greeeeaaatt video! Added to my revision playlist!
Easiest tutorial I have seen in such problems.. Thank you!
Thank you so much for this tutorial. I'm so glad I found out. Helped a ton!! Thanks :D
its realy great work which is easy to conceptualize
Nc...video
05:15 sort of glitch at the end
Amazing and thank to you
Thank you❤️
always angle travel anticlockwise direction the cos theta will be 145 degrees. See the rules astc. thanks,
wat if the variables were T1, T1x,T1y and T2,T2x,T2y?
T1/T2 (Hypothenus Side), T1x/T2x (Adjacent Side), T1y/T2y (Opposite Side) ~ its self explanatory if u understand it
Thank you for a simple way of solving this kind of problem
Slight mistake right at the end. You had t1 equalling two different values.
you are my hero lol but thanks it was soooooo helpful why couldn't my teacher just explain it to me this way!!!!!!
Thank you.
This was soothing
Thank you for making this awesome video! This was a great help to me :-)
Thank you a million times
awesome
so true
thank you so much
Very helpful. Thanks mate.
Awesome explanation, really helped me with my physics homework!
great staff, but correct me if I am wrong, I think at the end should be 64=(1,26128)T2+T2
idk why but there are same questions but they use different way
That was AWESOME!!!!!!
thank you for explaining so well! =)
"cose"
Sir can I use Lami’s theorem to solve this problem??
very helpful... you rock :)
why cant we use lamis theorem for this??
That is great!
thanks for this... basic and organize presentation
Thank you
Great Explanation
Ease !
hmmm ta two sig figs eh. Looks a whole lot like three sig figs to me.... Great explanation thanks!
tite
yas
thank you teacher but i think you have problem in5:15
ha
I spent hours trying to do this and you explained it in minutes. Thank you so much ❤️
Just wanted to say this video is helping people in 2020! :)
Also in 21
2022! :)
These kind of videos with the animations and such are a great help. Thank you for taking the time to make these videos
This was the most practical tutorial ngl.
Omg thank you so much, you really know how to explain , I wish you were my teacher
it was explained exactly as it should be ! Thankyou so much
thank you,this is a good video
Greeeeaaatt video! Added to my revision playlist!
Easiest tutorial I have seen in such problems.. Thank you!
Thank you so much for this tutorial. I'm so glad I found out. Helped a ton!! Thanks :D
its realy great work which is easy to conceptualize
Nc...video
05:15 sort of glitch at the end
Amazing and thank to you
Thank you❤️
always angle travel anticlockwise direction the cos theta will be 145 degrees. See the rules astc. thanks,
wat if the variables were T1, T1x,T1y and T2,T2x,T2y?
T1/T2 (Hypothenus Side), T1x/T2x (Adjacent Side), T1y/T2y (Opposite Side) ~ its self explanatory if u understand it
Thank you for a simple way of solving this kind of problem
Slight mistake right at the end. You had t1 equalling two different values.
you are my hero lol but thanks it was soooooo helpful why couldn't my teacher just explain it to me this way!!!!!!
Thank you.
This was soothing
Thank you for making this awesome video! This was a great help to me :-)
Thank you a million times
awesome
so true
thank you so much
Very helpful. Thanks mate.
Awesome explanation, really helped me with my physics homework!
great staff, but correct me if I am wrong, I think at the end should be 64=(1,26128)T2+T2
idk why but there are same questions but they use different way
That was AWESOME!!!!!!
thank you for explaining so well! =)
"cose"
Sir can I use Lami’s theorem to solve this problem??
very helpful... you rock :)
why cant we use lamis theorem for this??
That is great!
thanks for this... basic and organize presentation
Thank you
Great Explanation
Ease !
hmmm ta two sig figs eh. Looks a whole lot like three sig figs to me.... Great explanation thanks!
tite
yas
thank you teacher but i think you have problem in5:15
ha
thank you for explaining so well! =)