功、能和功率

物理 · 共 70 題 · 點擊選項即時核對答案

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1.
Ball moving along a smooth curved rail through points P, Q, R, S and T

A ball moves along a smooth curved rail and passed PP at a certain speed as shown in the figure above. Neglecting air resistance and friction, which of the following statements about the motion of the ball are correct ?

(1)The ball has maximum kinetic energy at RR.
(2)The speed of the ball at SS is the same as that at QQ.
(3)The ball can never reach TT.
2.
Graph of kinetic energy against t squared, a straight line through the origin reaching 15000 J at t squared = 5

A car of mass 15001500 kg is accelerating from rest along a straight road. The above figure shows the variation of its kinetic energy (K.E.) with the square of time tt. What is the acceleration of the car ?

3.
Platform at P above a swimming pool; Q at the water surface and R at maximum depth

In the above figure, a mass is released from rest at PP from a high platform into a swimming pool. After a while, the mass reaches the water surface at QQ and enters the water. Finally, it reaches a maximum depth at RR. Which of the following descriptions about the motion of the mass is/are correct ?

(1)From PP to QQ, the acceleration of the mass is increasing.
(2)From QQ to RR, the net force acting on the mass is pointing upward.
(3)From PP to RR, the gravitational potential energy loss of the mass equals to its kinetic energy gain.
4.
Horizontal force F applied to a block on a smooth surface; graph of F against s rising linearly from 0 to 8 N at 2 m then constant to 5 m

Horizontal force FF is applied to a block of mass 44 kg which is initially at rest on a horizontal smooth surface. The variation of the magnitude of FF with displacement ss is shown in the graph. The direction of FF remains unchanged throughout the motion. What is the work done on the block by FF from s=2s = 2 m to 55 m ?

5.

Questions 6 and 7 : A car is travelling along a straight horizontal path at 16 m s−116\ \mathrm{m\,s^{-1}} initially. The driver sees an obstacle and applies the brake. The velocity-time graph of his car is shown below.

Velocity-time graph: constant 16 m/s until 1.2 s, then decreasing linearly to zero at 4.5 s

What is the magnitude of the deceleration of the car during braking ?

6.

Questions 6 and 7 : A car is travelling along a straight horizontal path at 16 m s−116\ \mathrm{m\,s^{-1}} initially. The driver sees an obstacle and applies the brake. The velocity-time graph of his car is shown below.

Velocity-time graph: constant 16 m/s until 1.2 s, then decreasing linearly to zero at 4.5 s

Which of the following graphs best represents the variation of the kinetic energy (K.E.) of the car with distance ss travelled ?

Four graphs A to D of KE against distance s
7.

A block of mass 55 kg is projected up along a smooth inclined plane of inclination θ\theta as shown in the figure above. The graph shows the variation of kinetic energy of the block with the distance travelled ss up along the plane. Find the angle θ\theta. Take gg to be 10 m s−210\ \mathrm{m\,s^{-2}}.

Block on an incline of angle theta, and graph of kinetic energy against s falling linearly from 24 J at s = 0 to zero at s = 2.4 m
8.

A ball of mass 0.50.5 kg resting on a horizontal ground is kicked by a player. The ball travels along a straight path and come to rest after travelling a horizontal distance of 1010 m. If the average resistive force acting on the ball during the motion is 33 N, what is its initial speed ?

9.
Force F pushing a block on a horizontal smooth surface

A constant force FF is applied to an object which is initially at rest on a horizontal smooth surface. Which of the graphs below best represents the variation of the power PP developed by the force FF with time tt ?

Four graphs A to D of power P against time t
10.

A tram of mass 15001500 kg is being pulled by a steel cable. It goes up a 30∘30^\circ slope with a uniform speed. The average resistive force along the tram is 200200 N. What is the energy required for the tram to move 100100 m up along the slope ?

Tram pulled up a 30 degree slope by a cable
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