The acceleration of the object would still be g downward, regardless of the angle at which it is thrown upward. The acceleration due to gravity always acts in the downward direction towards the center of the Earth. The only difference would be the horizontal component of the velocity due to the initial angle of the throw.
As an object falls, its potential energy (PE) decreases due to the force of gravity pulling it downward. This decrease in PE is accompanied by an increase in kinetic energy (KE) as the object gains speed from its downward motion. Thus, energy is converted from PE to KE as the object falls.
Yes, uniform negative acceleration (specifically gravity) can accurately describe the motion of a heavy object thrown downward from a tall building. The object would experience a constant acceleration due to gravity as it falls towards the ground. This acceleration would cause the object's velocity to increase over time until it reaches the ground.
Under ideal conditions, when an object is thrown vertically upward, the acceleration due to gravity will cause the object to decelerate until it reaches its highest point. At that point, the object will momentarily have an acceleration of -9.81 m/sΒ² (assuming downward is negative), before accelerating downward due to gravity as it falls back towards the ground.
increase as it falls due to the conversion of potential energy to kinetic energy.
The acceleration of the object would still be g downward, regardless of the angle at which it is thrown upward. The acceleration due to gravity always acts in the downward direction towards the center of the Earth. The only difference would be the horizontal component of the velocity due to the initial angle of the throw.
As an object falls, its potential energy (PE) decreases due to the force of gravity pulling it downward. This decrease in PE is accompanied by an increase in kinetic energy (KE) as the object gains speed from its downward motion. Thus, energy is converted from PE to KE as the object falls.
Yes, uniform negative acceleration (specifically gravity) can accurately describe the motion of a heavy object thrown downward from a tall building. The object would experience a constant acceleration due to gravity as it falls towards the ground. This acceleration would cause the object's velocity to increase over time until it reaches the ground.
Under ideal conditions, when an object is thrown vertically upward, the acceleration due to gravity will cause the object to decelerate until it reaches its highest point. At that point, the object will momentarily have an acceleration of -9.81 m/sΒ² (assuming downward is negative), before accelerating downward due to gravity as it falls back towards the ground.
increase as it falls due to the conversion of potential energy to kinetic energy.
When the upward and downward forces on a falling object are equal, the object reaches terminal velocity. At terminal velocity, the object stops accelerating and falls at a constant speed.
When an object falls, the main forces acting on it are gravity (pulling it downward) and air resistance (opposing its downward motion). In the absence of other factors, these two forces are the primary influences on the object's falling motion.
The object will have the same acceleration of 9.8 meters per second squared whether you drop it or throw it downward. The initial velocity from throwing it will affect its overall velocity as it falls, but the acceleration due to gravity remains constant.
And what makes you think an object would fall, or should fall, precisely at such a speed? How do you get that number? - Anyway, that's not the way our Universe works. Without air resistance, an object that falls downward falls faster and faster - its speed increasing by 9.8 meter/second every second. With air resistance, a falling object will eventually reach a speed at which friction (air resistance) balances the downward force of gravity. This speed is different for different objects.
An example of a force that causes an object to change position is gravity. When an object is dropped, the force of gravity pulls it downward, causing it to change its position as it falls.
A parabolic path due to the combination of the object's forward motion from the plane and the downward force of gravity. This combination of forces causes the object to follow a curved path as it falls through the air.
When an object is falling at terminal velocity, the forces of gravity pulling it downward and air resistance pushing upward are balanced. This results in a constant velocity for the object as it falls.