Motion The area under the speed-time graph gives the ________.
(1)
velocity
(2)
distance
(3)
acceleration
(4)
time
| A. | Option 1 |
| B. | Option 2 |
| C. | Option 3 |
| D. | Option 4 |
|
Option: 2 Solution : -. |
Motion When the distance travelled by an object is directly proportional to the time, it is said to travel with-
(1) zero velocity
(2) constant speed
(3) constant acceleration
(4) uniform velocity
| A. | Option 1 |
| B. | Option 2 |
| C. | Option 3 |
| D. | Option 4 |
|
Option: 2 Solution : -. |
Motion The velocity time graph of two bodie s A and B traveling along the +x
direction are given in
the figure . Which body has a greater acceleration?

(1) Body A has a greater acceleration
(2) Body B has a greater acceleration
(3) Both A and B have same acceleration
(4) Acceleration cannot be predicted from the given graph
| A. | Option 1 |
| B. | Option 2 |
| C. | Option 3 |
| D. | Option 4 |
|
Option: 1 Solution : -. |
Motion On the distance-time graph, the Y-axis should be labelled as:
(1)
Distance
(2)
Displacement
(3)
Speed
(4)
Time
| A. | Option 1 |
| B. | Option 2 |
| C. | Option 3 |
| D. | Option 4 |
|
Option: 1 Solution : -. |
Motion The following position-time graph of an object shows that the body

(1)
No such inference can be made from the graph.
(2)
Has non-uniform motion.
(3)
Has uniform motion.
(4)
Is at rest.
| A. | Option 1 |
| B. | Option 2 |
| C. | Option 3 |
| D. | Option 4 |
|
Option: 2 Solution : -. |
Motion

The time interval between 24 to 52 seconds when the body travels the fastest is?
(1) 28 to 32 s
(2) 40 to 50 s
(3) 42 to 52 s
(4) 32 to 42 s
| A. | Option 1 |
| B. | Option 2 |
| C. | Option 3 |
| D. | Option 4 |
|
Option: 3 Solution : -. |
Motion 40 A body starts falling from height 'h' and travels distance h/2 during
the last second of motion. The time of travel (in sec.) is-
(1) √ 2 -1
(2) 2 + √2
(3) √2+ √3
(4) √3 +2
| A. | Option 1 |
| B. | Option 2 |
| C. | Option 3 |
| D. | Option 4 |
|
Option: 2 Solution : -. |
Motion In figure BC represents a body moving-
(1) Backwards with uniform velocity 
(2) Forward with uniform velocity
(3) Backward with non-uniform velocity
(4) Forward with
non-uniform velocity
| A. | Option 1 |
| B. | Option 2 |
| C. | Option 3 |
| D. | Option 4 |
|
Option: 1 Solution : -. |
Motion The equations of motion can be derived by using:
(1) Distance– time graph
(2 Velocity – time graph for non-uniform acceleration
(3) Displacement time graph
(4) Velocity – time graph for uniform acceleration
| A. | Option 1 |
| B. | Option 2 |
| C. | Option 3 |
| D. | Option 4 |
|
Option: 4 Solution : -. |