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budku007 (396)

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A solid cylinder of mass m and radius r is rolling on a rough plane of angle theta.The coeficcient of friction between cylinder and incline is .Then(more than 1 can be correct)
a)friction force is always mgcostheta
b)friction is dissipative force
c)by decreasing theta frictional force decreases
d)friction opposes translation and supports rotation



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kewlslayer (54)

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a and d i think
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akhil_o (2709)

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a)c)d)?

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shubham_sachdeva (1901)

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i think only c,d.
b) can be..

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budku007 (396)

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I think a,d
answer given c,d
xplain

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LAMPARD (1142)

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When u decreas theta,the slope becomes less,so tendency to fall down also decreases and so fric. force also decreases...Friction opposes translation as u noe and it supports rotation by providing torque..

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kewlslayer (54)

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when we decrease  cos increases so frictional force  always increases
c cannot be true
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raltz (88)

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Hey all,
since the body is rolling, friction opposes rotation hence the ans shud be (a) ,(c) although the a option hasnt appeared clearly on my comp.
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kewlslayer (54)

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lampard how can frictional force decrease when cos  is increasing
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elastiboysai (2332)

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only c and d
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kewlslayer (54)

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but the frictional force will increase on decreasing
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elastiboysai (2332)

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frictional force=gsin/1+MR2/I
fsin
so frictional force decreases on decreasing angle of inclination
and frictional force provides a torque in the direction of angular velocity (abt COM) and hence
increases angular velocity
friction decr. linear velocity as it acts up the plane
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abhishekray07 (224)

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it is acase of pure rolling
f always acts up the incline
so f comes to be
f=mgsin/1+(mR2/I)
(I=moment of inertia)
so f is proportional to sin
so it will be c,d
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karthik2007 (3716)

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a) is not true as it fails in a non inertial frame. Moreover, frictional force is not mgcos@ always. who said it is? It depends on the choice of the reference axes. The right explanation is given by Lampard

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kewlslayer (54)

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