I have my pure and mechanics A Level exam this afternoon (almost 2 hours) and I have never been able to do this topic. After watching both of your videos on ladders, finally I can do it. I attempted this second question after watching the first video, and I finally got the answers right. Thank you for such clear, simple explanations on a topic that is overlooked by most teachers.
thanks so much for this video. I'm in grade 12 and I have always had issues with mechanics due to the difficulties i faced with ladder problems. It actually scared me until I came across this video. Thanks a million. God bless you!
F= mu * R is the general formula for the frictional force acting on a particle as it depends on the smoothness of the surface (mu) and the reaction force at the point of contact with the surface (R1 at A). Although it's 'at the point of slipping', there is still a frictional force.
Can you do a video on taking moments from points that are not on the body and also using triangle of forces to solve problems where a rigid body is in equilibrium under 3 non-parallel forces please? (If you have not done them already)
Sir: Were the value of mu to become four-fold of the present root what could one then surmise? It’s obvious it would become more difficult to budge the ladder, but what else can one express?
It's hard to put into words really, but check out this video of his (th-cam.com/video/ffYuVPo9a4w/w-d-xo.html) - he explains it really well here. Good luck with the exams this summer bro!
F= mu * R is the general formula for the frictional force acting on a particle as it depends on the smoothness of the surface (mu) and the reaction force at the point of contact (R1 at A).
thanks so much for this video. I'm in grade 12 and I have always had issues with mechanics due to the difficulties i faced with ladder problems. It actually scared me until I came across this video. Thanks a million. God bless you!
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This has got to be the best explanation I have had of a ladder moments question! Thank you so much!
aly369 Thanks for your comment and using my work.
I have my pure and mechanics A Level exam this afternoon (almost 2 hours) and I have never been able to do this topic. After watching both of your videos on ladders, finally I can do it. I attempted this second question after watching the first video, and I finally got the answers right. Thank you for such clear, simple explanations on a topic that is overlooked by most teachers.
thanks so much for this video. I'm in grade 12 and I have always had issues with mechanics due to the difficulties i faced with ladder problems. It actually scared me until I came across this video. Thanks a million. God bless you!
Best explanation ever about how to find the angles!
thank you for the Moments series, its helped with uni, it can be hard to learn this stuff from a textbook.
Omg I can't believe I am understanding this so quickly! Thank you so much!
That's good - Thanks for watching
This is a brilliant explanation, thank you so much!!
Thank you for your comment. Pleased to hear you found it useful.
Wow clear explanation thank you
Thanks
Thanks a lot . I learned a lot from your videos . You explain it so good.
Such a helpful video for me and my class fellows. Our fp math teacher is not even serious about the work Please keep up the good work😍😍😍
beautifully clear. thank you
So glad!
Explanation was good...
I don't understand why µ was × by R1 in order for it to be "at the point of slipping"
F= mu * R is the general formula for the frictional force acting on a particle as it depends on the smoothness of the surface (mu) and the reaction force at the point of contact with the surface (R1 at A). Although it's 'at the point of slipping', there is still a frictional force.
Thanks sir, It is very well taught..best explanation I have ever seen..
Thank you. I am pleased it helped.
Thankyou so much.🙏
Best explanation 👌 and at 17:50 you found R2 which is force from the wall not the ground
have you done a video on solving problems using a triangle of forces for a rigid body under the action of 3 non parallel forces
Thank you Sir, what an explanation 💛💛🧡🧡💥💥
God bless you so much
brilliant
thank you so much, lifesaver
Can you do a video on taking moments from points that are not on the body and also using triangle of forces to solve problems where a rigid body is in equilibrium under 3 non-parallel forces please? (If you have not done them already)
More videos please
Sir: Were the value of mu to become four-fold of the present root what could one then surmise? It’s obvious it would become more difficult to budge the ladder, but what else can one express?
Awesome explanation ,thanks a lot man
No problem. Pleased to hear it helped.
If the wall wasn't smooth the frictional force would be acting upwards wouldn't it?
Knap- dalf At the top of the ladder, yes.
why the L has just been canceled out? It is suppose to have L on the left of the equation?
I dont understand that when you take moments from B and use R2 why its R2sin60 and not R2sin30. Please help.
@AJ2 sorry i meant to say moments from A.
It's hard to put into words really, but check out this video of his (th-cam.com/video/ffYuVPo9a4w/w-d-xo.html) - he explains it really well here. Good luck with the exams this summer bro!
wat if after u find R1 u take moments about B to find Fr.. then use Fr and R1 to find u {coefficient of friction}
yea it should work
why is the frictional force = mue * R1 ?
F= mu * R is the general formula for the frictional force acting on a particle as it depends on the smoothness of the surface (mu) and the reaction force at the point of contact (R1 at A).
@@ExamSolutions_Maths oh, i was never told about this, thank you so much lmao
Thanks, my teacher was less than helpful on this.
Pleased to hear it helped. Thanks for watching.
thanks so much for this video. I'm in grade 12 and I have always had issues with mechanics due to the difficulties i faced with ladder problems. It actually scared me until I came across this video. Thanks a million. God bless you!
I am pleased to hear that the videos are helping. Thank you for viewing. I hope other videos on my site will help too.