Because of Newtons Law F = M X a Force = Mass Times Acceleration Rewritten: a = F/M The gravitational Force between the two objects are same. This Law says that the Acceleration will be inversely proportional to its Mass. So the object with the smaller Mass will have greater Acceleration.
It takes more force, or the same force over a longer period of time to move two objects of different mass equally.<br>Think of trying to push a bicycle and a car using the same amount of energy, the bike will move relatively easily compared to the car because it has less mass.<br>It boils down to inertia, an object at rest tends to want to stay at rest, and an object in motion wants to continue that motion.<br>The mass of the object determines how much energy will be needed to overcome it's tendency to stay motionless, as well as its tendency to keep moving. These factors are also affected by other things like friction or resistence
The object will less mass will accelerate more.
This can be solved using forumla giben by Newton, F = m*a
where F = force, measured in newtons
m = mass, measured in Kg
a = acceleration, measured in m/s2
If the same force is applied to two objects of differing mass, the lighter one will be accelerated more. It takes more energy to overcome the inertia of the more massive object, and not as much in the case of the less massive one. Two go karts are identical. Same powerplant, same tractive force. A grown adult and a youngster get in them and both put the pedal to the metal at the same instant. The less massive rig (the one with the child in it) will be "pulling away" from the more massive one.
It boils down to Newton's 2nd Law of the Equations of Motion.
Under Newton's 2nd Law; Force (F) = Mass (M) x Acceleration (a)
This means that the acceleration is equal to Force / Mass.
A simple example is to have two objects of mass 5kg and 10kg that are acted on a force of 10N (Newtons). Their acceleration is:
10/5 = 2ms^2 and 10/10 = 1ms^2
Thus the object with the least mass has the higher acceleration.
F=MA
the object with greater mass will have less acceleration
The body with smaller mass will suffer larger accelaration because Force is directly proportional to accelaration.
The accelerations are m1a1 = m2a2=f thus a1=f/m1 and a2 = f/m2. The smaller mass has the larger acceleration.
The object with less mass.
You can prove this by pushing on a grape and a school bus with the same force.
Newtons second law, F=ma
p
Yes. In the formula P=mv, momentum, which governs the force of the impact, is equal to the mass of the object multiplied by the velocity. As the velocity increases, so does the momentum, therefore the greater the height dropped from, the greater the force of impact.
False
false
Constant Acceleration
The difference is due to inertia. Inertia is the resistance to a change in motion (acceleration). A more massive object will have greater inertia, and therefore a greater resistance to a change in motion, resulting in a slower acceleration. A less massive object has lower inertia, and therefore less of a resistance to a change in motion, resulting in a faster acceleration.
Yes. In the formula P=mv, momentum, which governs the force of the impact, is equal to the mass of the object multiplied by the velocity. As the velocity increases, so does the momentum, therefore the greater the height dropped from, the greater the force of impact.
False
false
Faulse
of course ! Yes, due to the effects of air resistance. All falling objects experience the same acceleration from gravity, however.
Constant Acceleration
The difference is due to inertia. Inertia is the resistance to a change in motion (acceleration). A more massive object will have greater inertia, and therefore a greater resistance to a change in motion, resulting in a slower acceleration. A less massive object has lower inertia, and therefore less of a resistance to a change in motion, resulting in a faster acceleration.
no, they fall the same acceleration ( one gravity ) neglecting air resistance; however they may reach different velocities with air resistance.
acceleration
The acceleration is the same for all objects, as long as air resistance is insignificant. After a while, different objects will have different amount of air resistance. Also, even without air resistance, the speed depends not only on the acceleration, but also on how how long the objects are falling.
Yes, objects can accelerate at a rate greater than "g". Most objects, when falling in the absense of air resisitance, accelerate at a uniform rate of -9.81 m/s^2 (this is under ideal conditions on Earth). Air resistance tends to decrease that acceleration. The classic example of greater than "g" acceleration is a bungee jumper.
The one that was dropped from the higher floor cause freefalling objects get faster and faster with more flight time