2019-03-01_Physics_Times

(singke) #1
A cord is wound round the circumference of wheel
of radius r. The axis of the wheel is horizontal and
moment of inertia about it is I. A weight mg is
attached to the end of the cord and falls from the
rest. After falling through a distance h, the angular
velocity of the wheel will be

(a)

An impulse J is applied on a ring of mass m along a
line passing through its centre O. The ring is placed
on a rough horizontal surface. The linear velocity
of centre of ring once it starts rolling without
slipping is

(a) J/3m (b) J/m (c) J/4m (d) J/2m
The bob of a simple pendulum is displaced from its
equilibrium position O to a position Q which is at
height h above O and the bob is then released.
Assuming the mass of the bob to be m and time
period of oscillations to be 2.0 sec, the tension in
the string when the bob passes through O is

A block of mass M is suspended from a light spring
of force constant k. Another mass m moving
upwards with velocity v hits the mass M and gets
embeded in it. What will be the amplitude of the
combined mass?

(a)

(a)
4

mg
(b) Infinitesimal

(c) mg(1 ) (d)
2

mg

2 gh (b)

2 gh
Imr

(c)

1/
2

2 mgh
I mr

 
   (d)

1/
2

2
2

mgh
I mr

 
  

(a) m g(  ^2 gh) (b) m g( 2 ) gh

(c)

2

3

m g gh

  
  
 
 

(d)

2

2

m g gh

  
  
 
 

( )

mv
Mm k (b) ( )

mv
k Mm

(c) ( )

mv
Mm k (d) ( )

mv
k Mm
The displacement equation of the SHM obtained
by combining the motions 1

A particle simultaneously participates in two
mutually perpendicular oscillations,

x 2sin ,t

x 2 4sin t 6



 
   
 

and x 3 6sin t 3



 
   
 

is.

(a) x11.10sin( 31.54 )  t
(b) x9.24sin( 37.1 )  t
(c) x8.20sin( 23.4 )  t
(d) x12.10sin( 19.1 )  t

x5sint
and y5cos .t What is the trajectory of the
particle?
(a) Straight line (b) Ellipse
(c) Parabola (d) Circle
An ideal gas at 27 C is compressed adiabatically

to

8
27
of its original volume. If

5
,
3

 then rise in

temperature is
(a) 450 K (b) 375 K (c) 675 K (d) 405 K

If













12.

13.

14.

15.


  1. A B  C D,


  
then select the correct
alternative.
(a) B


is parallel to C D

 

(b) A


is perpendicular to C


(c) Component of C


along A


component of D


along A

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