1 |
Which one of the following force cannot do any work on the particle on which it acts. |
Fractional force
Gravitational force
Electrostatic force
Centripetal force
|
2 |
Which one of the following is into directed along the axis of rotation |
Angular acceleration
Angular momentum
Centripetal acceleration
Angular displacement
|
3 |
The centripetal force is always directed |
Away from the centre along the radius
Along the direction of motion
Opposite to the motion of the body
Towards the centre along the radius
|
4 |
Centripetal force perform |
Maximum work
Minimum work
Negative work
No work
|
5 |
When a body is whirled in a horizontal circle by means of string, the centripetal force is supplied by |
Mass of body
Velocity of a body
Tension in the string
Centripetal acceleration
|
6 |
A body rotating with angular velocity of 2 radian/s and linear velocity is also 2 ms-1, then radius of circle is. |
1 m
0.5 m
4 m
2 m
|
7 |
When a body moves in circular motion, the angle between linear and angular velocity is. |
180<sup>o</sup>
90<sup>o</sup>
60<sup>o</sup>
75.3<sup>o</sup>
|
8 |
A body starting from rest attains angular acceleration of 5 rad s-2 in 2 second final angular velocity will be. |
10 rad s-1
7 rad s-1
3 rad s-1
2 rad s-1
|
9 |
Direction of angular acceleration is always along |
x-axis
y -axis
z-axis
The axis of rotation
|
10 |
The rate of change of angular velocity is called |
Angular velocity
Angular acceleration
Angular displacement
Angular speed
|
11 |
Angular acceleration is produced by |
Power
Torque
Pressure
Force
|
12 |
If a body is moving in the counter clockwise direction the direction of angular velocity will be |
Toward the centre
Away from the centre
along the linear velocity
Perpendicular to both radius and linear velocity
|
13 |
The time rate of change of angular displacements called. |
Linear velocity
Linear speed
Angular velocity
Angular speed
|
14 |
The direction of angular velocity is determined. |
Left hands rule
Head to tail rule
Right hand rule
General rule
|
15 |
When a particle is moving along a circular path its projection along the diameter executes |
Linear motion
Vibratory motion
Rotatory motion
SHM
|
16 |
The direction of angular velocity of along the |
Tangent at that point
Axis of rotation
Radius towards the centre
Radius away from the centre
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17 |
The dimensions of angular velocity are |
[LT-1]
[LT-2]
[T-1]
[L-1T-1]
|