Acar moving along a straight path slows down and stops. The car is under which type of motion?
Non-uniform motion
The question describes a car moving on a straight path and then slowing down until it stops. We need to identify the type of motion this represents.
Let's examine the definitions of the different types of motion mentioned in the options:
The key information in the question is that the car is slowing down and eventually stops.
Since the car's speed is changing (decreasing from some initial speed to zero), its velocity is not constant.
According to the definition, motion with a changing velocity is called non-uniform motion. Even though the car moves along a straight path (constant direction), the change in speed is sufficient to classify the motion as non-uniform.
In physics terms, a change in velocity indicates the presence of acceleration (\(a\)). Here, the acceleration is negative (or deceleration) because the speed is decreasing: \(a = \frac{\Delta v}{\Delta t}\). Since \(v\) is changing, \(a\) is non-zero, confirming non-uniform motion.
Because the car's speed is changing as it slows down and stops on a straight path, it is undergoing non-uniform motion.
The motion of a particle of mass m is described by the relation, y = ut - 1⁄2 gt2, where u is the initial velocity of the particle. The force acting on the particle is
The rate of change in the velocity of an object per unit time is referred as ________.
Which of the following is a correct equation of motion?
The acceleration of an object is said to be _______ when an object travels in a straight line and its velocity increases or decreases by an equal amounts in equal intervals of time.
What is the friction force employed between the two surfaces interacted in relative speed?