1992 年
物理 · 共 32 題 · 點擊選項即時核對答案
Which of the following displacement-time graphs describes the motion of a particle moving in a straight line with uniform deceleration ?


A man takes s to walk from point to point , and then takes s to walk from point to point , where is an equilateral triangle of side m. Find the magnitude of his average VELOCITY from to .

The above figure shows a man near the edge of a cliff projecting a stone vertically upwards. The stone reaches the sea after s. The graph shows the velocity - time for the motion of the stone. Find the height of the cliff. (Take m s.)
A trolley of mass kg moves with a uniform speed of along a horizontal table. A lump of plasticine having the same mass as the trolley is dropped from a height slightly above the trolley and sticks to it. Find the total loss in kinetic energy.


A ball is released from rest from one end of a smooth curved rail as shown in the above diagram. Neglecting air resistance and friction, which of the following statements about the motion of the ball is/are correct ?
Which of the following involve(s) an energy transfer of J ?

Two identical blocks and are connected by a light string passing over a smooth pulley as shown above. The two blocks are released from rest. After a while, the string breaks. Which of the following correctly describes the motion of the blocks immediately after the string breaks ? (Take the acceleration due to gravity to be .)
| stops moving | accelerates at | |
| moves with constant velocity | accelerates at | |
| moves with constant velocity | accelerates at | |
| decelerates at | accelerates at |

In the diagram above, blocks and are connected by a light inextensible string and rest on a smooth horizontal table. The masses of and are kg and kg respectively. Block is pulled by a force of N. Find the tension in the string .
Which of the following pairs of forces and is/are action and reaction pair(s) according to the Newton's third law of motion ?


The diagram shows a light rod under the action of three vertical forces. The points , , , and are equally spaced along the rod. At which point must an upward vertical force of N be applied to hold the rod in equilibrium ?