Two balls of masses and
are moving towards each other with speeds
and
, respectively. They collide head-on and their speeds are
and
after collision
Column-I |
Column- II |
||||||||
(A) |
The speed |
(p) |
|
||||||
(B) |
The speed |
(q) |
|
||||||
(C) |
Co-efficient of restitution if |
(r) |
2 |
||||||
(D) |
If collision is inelastic and |
(s) |
4 |
||||||
CODES : |
|||||||||
|
A |
B |
C |
D |
|
|
|||
a) |
c |
c,d |
a,b,c,d |
a |
|
|
|||
b) |
c,d |
c |
a |
a,b,c,d |
|
|
|||
c) |
a |
c,d |
c |
a,b,c,d |
|
|
|||
d) |
c,d |
a,b,c,d |
c |
a |
|
|
Two balls of masses and
are moving towards each other with speeds
and
, respectively. They collide head-on and their speeds are
and
after collision
Column-I |
Column- II |
||||||||
(A) |
The speed |
(p) |
|
||||||
(B) |
The speed |
(q) |
|
||||||
(C) |
Co-efficient of restitution if |
(r) |
2 |
||||||
(D) |
If collision is inelastic and |
(s) |
4 |
||||||
CODES : |
|||||||||
|
A |
B |
C |
D |
|
|
|||
a) |
c |
c,d |
a,b,c,d |
a |
|
|
|||
b) |
c,d |
c |
a |
a,b,c,d |
|
|
|||
c) |
a |
c,d |
c |
a,b,c,d |
|
|
|||
d) |
c,d |
a,b,c,d |
c |
a |
|
|
(b) i. Solving, we get
For ii. For maximum energy to transfer to Solving, we get iii. For this iv. Depends upon |
Match the following: |
|||||||||
Column-I |
Column- II |
||||||||
(A) |
Inelastic collisions |
(p) |
Kinetic energy of the system may decrease |
||||||
(B) |
Elastic collisions |
(q) |
Kinetic energy of the system may increase |
||||||
(C) |
Total work done is zero |
(r) |
Kinetic energy of the system may remains constant |
||||||
(D) |
Non-conservative forces are not present |
(s) |
Just before and after collision, momentum remains constant |
||||||
CODES : |
|||||||||
|
A |
B |
C |
D |
|
|
|||
a) |
c |
a,d |
b,d |
a,d |
|
|
|||
b) |
c,d |
c |
a,d |
a,b,c |
|
|
|||
c) |
c |
a,d |
c,d |
a,b,c |
|
|
|||
d) |
a,d |
c,d |
c |
a,b,c |
|
|
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