A disc of radius 0.2 m is rolling with slipping on a flat horizontal surface, as shown in Fig.The instantaneous centre of rotation is (the lowest contact point is 
and centre of disc is 
.png)
a)
Zero
b)
0.1 m above 
on line 
c)
0.2 m below 
on line 
d)
02 m above 
on line 
and centre of disc is a)
Zero
b)
0.1 m above on line
c)
0.2 m below on line
d)
02 m above on line
Question ID - 100495 | SaraNextGen Top Answer A disc of radius 0.2 m is rolling with slipping on a flat horizontal surface, as shown in Fig.The instantaneous centre of rotation is (the lowest contact point is and centre of disc is
a)
Zero
b)
0.1 m above on line
c)
0.2 m below on line
d)
02 m above on line
A disc of radius 0.2 m is rolling with slipping on a flat horizontal surface, as shown in Fig.The instantaneous centre of rotation is (the lowest contact point is and centre of disc is
|
a) |
Zero |
b) |
0.1 m above |
|
c) |
0.2 m below |
d) |
02 m above |
(c)
If instantaneous centre of rotation is 
at a distance 
from the centric line 
then from the definition of instanteous centre of rotation, the velocity of point 
should be zero
.png)
So, instantaneous centre of rotation is at distance 0.2 m from 
(below
) on line 