Derive relation between force and acceleration using Newton's second Law of Motion.
Answers
Consider two balls, one with a mass of 1 kg and the other with a mass of 10 kg. Which ball would experience a greater change in motion if kicked with the same force? Clearly, the smaller ball would experience a greater change in motion. An object's state of motion can be described as its velocity, where velocity is the speed of an object with respect to its direction. Objects at rest - for example, the balls you see on the screen - have zero velocity. Once kicked, the ball's state of motion changes. In other words, its velocity changes. When an object changes its velocity, it has what we call acceleration. Newton's second law of motion provides the explanation for the behavior of objects when forces are applied. The law states that external forces cause objects to accelerate, and the amount of acceleration is directly proportional to the net force acting on the objects and inversely proportional to the mass of the objects.
Answer:
force is directly proportional to mass and accleration.if force is stated it is worth less untill mass of object or accleration of body by the force is stated
Explanation:eg:Consider two balls, one with a mass of 1 kg and the other with a mass of 10 kg. Which ball would experience a greater change in motion if kicked with the same force? Clearly, the smaller ball would experience a greater change in motion. An object's state of motion can be described as its velocity, where velocity is the speed of an object with respect to its direction. Objects at rest - for example, the balls you see on the screen - have zero velocity. Once kicked, the ball's state of motion changes. In other words, its velocity changes. When an object changes its velocity, it has what we call acceleration. Newton's second law of motion provides the explanation for the behavior of objects when forces are applied. The law states that external forces cause objects to accelerate, and the amount of acceleration is directly proportional to the net force acting on the objects and inversely proportional to the mass of the objects.