This question relates to the fundamental principles of how forces affect the motion of objects, specifically a ball.
A key concept in physics is Newton's Second Law of Motion. It states that the acceleration ($a$) of an object is directly proportional to the net force ($F$) acting on it and inversely proportional to its mass ($m$). This relationship is expressed by the equation:
$ F = m \times a $
This law implies that to change an object's velocity (its speed or direction), a net external force must be applied.
We need to determine what causes the change in the ball's movement based on the options provided:
The fundamental cause for altering an object's motion is the application of a net force. While changes in speed (increasing or decreasing) are potential consequences of applying a force, the force itself is the direct agent responsible for initiating or changing the motion. Therefore, relating the change in movement to an increase in force is identifying the cause.
Which one of the following is an example of Second Class Lever?
A uniform meter scale of mass 0.24 kg is made of steel. It is kept on two wedges, W1 and W2 , in a horizontal position. W1 is at a distance of 0.2 m from one of its ends, while W2 is at distance of 0.4 m from the other end. If the force on the scale is N1 due to W1 and N2 due to W2, then : (take g =10·0 m s-2
Consider a journey by a car represented by the graph given below in three parts A, B and C. The speed of the car in these parts is Va, Vb and Vc, respectively:

Which one of the following is correct in this case?
Rocket works on the principle of:
A rocket is launched to travel vertically upward with a constant velocity of 20 m/s. After travelling for 35 seconds, the rocket develops a snag and its fuel supply is cut off. The rocket then travels like a free body. The height achieved by it is: