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A mass is accelerated when what acts upon the mass?
It depends ... If the body is accelerating uniformly with a constant acceleration a ....then the Force is a constant force.... But if it is accelerating non uniformly....then the Force is not constant...The 2nd law says F=m*a where m is mass of the body...
What force is applied to an object if the duration of the force is 8 seconds an the object is uniformly accelerated from rest to 6 meters per second?
You can't tell from the information given. All you know is that the average acceleration is (change in speed) divided by (time for the change) = (6/8) = 0.75 meters per second2. The force required depends on the mass of the object to be accelerated by the force.
What is an accelerating force?
An accelerating force is a force that causes an object to change its speed or direction of motion, resulting in acceleration. It can be exerted by various means, such as gravity, friction, or propulsion systems, and its magnitude is directly related to the object's acceleration according to Newton's second law of motion.
What is the fastest accelerating road-legal car?
The Maxximus G-Force can do 0-60mph in 2.134 seconds. which is At the moment the fastest accelerating road-legal car!
What laws govern uniformly accelerated motion?
Uniformly accelerated motion is governed by Newton's laws of motion, particularly the second law (F = ma) which relates acceleration, force, and mass. Additionally, the equations of motion derived from kinematics, such as s = ut + (1/2)at^2, can be used to describe the motion of an object experiencing constant acceleration.
Why A person is applying a force to the right on an object as shown. What forces are acting on the person?
Please someone answer!!!!!
Is the force needed to accelerate a car greater than the force needed to accelerate a bicycle to the same velocity?
Force is directly proportional to mass. Therefore, even both the car and bicycle are being accelerated to the same velocity, accelerating a car would require more force since it has a greater mass.
How could the uniformly accelerated motion be modified to study the acceleration of a freely-falling body?
At short distances - up to a few kilometers - gravity can be considered constant, and therefore, a body in free fall (i.e., neglecting other forces, such as air resistance) will be uniformly accelerated. Over longer distances, the force of gravity is no longer the same; this will have to be considered for the "modification" (for example, less force = less acceleration). Close to the Earth's surface, in practice, air resistance has to be considered (but this is no longer "free fall").
Which law of motion creates the g force?
One way to think of the "g-force" is as a fictitious force - one that SEEMS to push you backwards, when you are being accelerated forward. Actually (from the point of view of an observer who is not accelerating with you), no backwards force is required - in fact, it is only by the fact that there is a forward force, NOT balanced by a backward force, that acceleration is possible in the first place.
What happens to the velocity when an object is accelerated?
A moving object being accelerated will show a change in its velocity (it may move faster, or slower, or experience a change in direction). A stationary object will respond to acceleration only if there is no other force acting to prevent its response. For example: gravity is a constant force of acceleration, but objects cannot move toward the center of the earth if they are being blocked by another object.
What type of energy is gained by accelerated particles?
The particles gain kinetic energy, and if electrons are being accelerated, then you get electromagnetic radiation as well. Depending on the situation, the particle may acquire potential energy as well.
What is the force on on kg object accelerating 0-5 in25 seconds?
A force is not measured in kilograms. The kilogram is a unit of mass; forces are measured in newtons. You can get the force with Newton's Second Law. In this problem, you will need some additional information, specifically, the object's mass.
