Thank you man! I was so confused on a problem of inclined plane. But now that you told me to take the component near the angle to be x component , I will remember this forever.
fro resolving vectors on the inclined plane, the angle given was not between the weight and the component, but between the weight and the slope. why did we use that is our calculations? is it because the component was parallel to the slope?
Yeah it's because they both are parallel(the x component and the slope) so by co interior angle theorem, the angle the x component and the x axis make with the weight vector is the same.
Best video on breaking up vector components, making it super simple. You deserve more views.
Instablaster.
Thank you man! I was so confused on a problem of inclined plane.
But now that you told me to take the component near the angle to be x component , I will remember this forever.
Thank you for making these kinds of equations easier. You've been a big help academically! May the algorithm bless you, sir!
I’m writing a test tomorrow and this gent explained it way better and in a more simple way than my physics teacher 🙄
Brilliant! exactly the explanation I needed to understand the resolution of vectors! Thanks a ton man!
Thanks , I was confused about resolving vectors however after I see your video I understand it
Thank you so much! It seemed so complicated but you made it easy :)
That's easy.. I've been struggling to resolve vector.. thanks bud!!
9 hr lecture = 0% understanding
3 min vid = 100% understanding
thanks alot
1:10 Thanks for the video realy helpful, couldn't help but notice that 20Cos38 is actually 19.1N
But why we resolving vector is there any reason to ????
Very Helpful, Great Work!!
thanks very simple to understand
Thankyou very much sir
Very helpful now I understand it really well
Thank you so much!!!
fro resolving vectors on the inclined plane, the angle given was not between the weight and the component, but between the weight and the slope. why did we use that is our calculations? is it because the component was parallel to the slope?
Am also confused
Yeah it's because they both are parallel(the x component and the slope) so by co interior angle theorem, the angle the x component and the x axis make with the weight vector is the same.
thank you very much teacher
Very clear explaining it was great just if you explained how to find the sin and cos it was better😊
this just became ridiculously simple
Very Nice
Thanks
really helpful
Thks man
Nice 👌
ay man tysm for this
But the vector shouldn't necessarily ALWAYS be considered as the 'hypotenuse' when resolving it.....
1:23
How did you find the value of cos38 ??
Really imp.. i have exam in few days 🧐🧐🧐
Waiting bro
Input it into a calc
@@apro8918 but how can we do it without calculator?
I wanna know the method..
A tip for the future: Writing "waiting bro" at the bottom of a request for help is rude, as is your lack of a please or thank you.
@@harendrakoley1054 it’s
OFC its useful but in 2022 this is not an answer you need to get the net force SIR !!
Billy
Thank you so much sir