The way you put frequency f is ambiguous or unclear It should be put in such an unambiguous way as : " frequency of repeating the same complete cycle of a motion" to avoid ambiguity bewtwen frequency and angular frequency
Because of its tendency to follow a straight line path and the only straight line that exists along any point on the circumference of a circle is its tangent at that point. Forces are balanced along this tangential path on the circle and thus, the object travels along this circular motion at constant velocity and not towards the center
Can I ask you a question? My exercise is :The little hand of the clock makes a full rotation every minute. Find the frequency of rotation of this hand Do we have to use this method or and the omega formula
one second, two seconds
One second two second three second
😂😂🤣 rhyme
Very well explained. Thank you very much.
Awesome explanation! Thanks, and it's so easy & simple!
Thank you, i understand it better than how my instructor discussed it
Thanks a lot, Sal. Much appreciated!
Very helpful, thankyou
فري فري جامد💜👍🏻
You have an angular velocity omega w, and a distance measured in angular value 2pi rad
s = angle* radius = 2 pi ---> T = s/v = 2pi/w
Training for osu be like
Also great explanation
The way you put frequency f is ambiguous or unclear
It should be put in such an unambiguous way as :
" frequency of repeating the same complete cycle of a motion"
to avoid ambiguity bewtwen frequency and angular frequency
thank you.
That’s mean when the Question ask about what is the frequency in radians per sec , we will use this law (T=1/f) ?
thankyou!
Thankyou very much 👍
Hello.. Can you please tell me the software name.. You are using..
Please guide me in making similar videos
you can use something like one note with a microsoft surface laptop or anything with a screen you can write on
Good
Why is the direction of velocity in uniform circular motion is tangential to its path
Because of its tendency to follow a straight line path and the only straight line that exists along any point on the circumference of a circle is its tangent at that point. Forces are balanced along this tangential path on the circle and thus, the object travels along this circular motion at constant velocity and not towards the center
Can I ask you a question? My exercise is :The little hand of the clock makes a full rotation every minute. Find the frequency of rotation of this hand
Do we have to use this method or and the omega formula
Thaankkk youuuuuuuuuuuuuu
5:12 T = 2pi/w. where is radians?
Can anybody please tell me what software is used here.
SmoothDraw
fucc, I'm early
I disliked this video with two different accounts including this account
Why would you do that? This is a great video.
@@ishan_murjhani ins't it?
lol you're a piece
@@Ghost-em5pd i have no clue why i wrote that and why i did that i also don’t remember writing this
@@EveryAngleNews shut up sir