Rotational Mechanics | Advanced Problem | Three Cylinders & Friction

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Three identical solid cylinders are kept as shown on a horizontal surface. Find the initial acceleration of topmost cylinder after the system is released from rest for the two cases:
a) There is friction between the two cylinders and ground but there is no friction between the cylinders such that there is no slipping between ground and the two cylinders.
b) There is no friction with ground but there is friction between the cylinders such that there is no slipping between the cylinders. Advanced problems Playlist

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Man I got it all right until the constraint relation😭😭😭. Sir I have to thank you for developing my physics aptitude

ananyagupta
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Sir make a Playlist for each chapter separately I loved the way u explain although I did the problem on my own but I want to see all ur videos per chapter

myselfdreamer
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Sir..in second case for no slipping condition, I equated the acceleration components in x axis rather than y axis...is that correct??

vidhitpatel
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I solved this in david morin sir, still want to watch your explanation cuz I'm sure, I'll learn something new😊

Predator-pvof
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Sir please make a particular video about explaining constrained relations properly.

adityarajput
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Sir in first case I tried by considering movement of COM of upper sphere as x and lower sphere as y and related them geometrically, followed by conserving energy, and then differentiating the whole equation to get the same answer. Method legit?

anvi.gupta
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Sir kya apke advanced level question ke pdf nahi mil sakte hai kya please sir

atulsoni
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Sir, please suggest best books to improve my concepts as well as problem solving skills.

baly
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Sr what are carrier options in Engineering Physics at IIT or IIS. Please tell

lakshyasharma
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Sir university physics original or of jee modification?

rajendrasharma
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Won't the torque of (mg of upper cylinder) should also be considered for torque calculation about the center of mass of the lower cylinder?

onlyentertainment
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Sir Resnick halliday walker or krane for theory?

yashasvisharma
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sir can u post one more rotational mechanics problem today in community sir please

ponnapu
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It seems u love rotation. Done almost 60 advance illustrations now no iit questions can stop me in rotation.

lakshyasharma
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Nice sir (I know u will give it a Great explanation)

guddudey