Mass does not determine the rate something will fall. The rate of acceleration is constant as gravity, regardless of mass.
It won't affect the rate of fall, which is 9.8m/s2. If you drop a bowling ball and a crumpled ball of paper from the same height, they will land at the same time. The earth's gravity determines the rate of fall. During the Apollo 15 moon landing, a feather and a hammer were dropped from the same height and they landed at the same time. The moon's gravity determined their rate of fall. Refer to the related link to see the demonstration.
In vacuum, yes. Otherwise the object with a lower density will fall more slowly.
they fall at the same rate regardless of their mass Maryann Saba
The equation is F = M A, where F is the Force required to stop the object, M is the object's Mass, and A is its Acceleration. Note that its acceleration in this case is the rate at which you are DE-ACCELERATING the object to stop it.
They both fall at the same rate. This is because they are both only acted upon by one force in the vacuum- gravitational acceleration. The mass, size or shape of the object do not influence the object's motion in a vacuum.
It won't affect the rate of fall, which is 9.8m/s2. If you drop a bowling ball and a crumpled ball of paper from the same height, they will land at the same time. The earth's gravity determines the rate of fall. During the Apollo 15 moon landing, a feather and a hammer were dropped from the same height and they landed at the same time. The moon's gravity determined their rate of fall. Refer to the related link to see the demonstration.
in a vacuum, yes, all objects would fall at the same rate, but otherwise no due to air friction
In vacuum, yes. Otherwise the object with a lower density will fall more slowly.
The equation is F = M A, where F is the Force required to stop the object, M is the object's Mass, and A is its Acceleration. Note that its acceleration in this case is the rate at which you are DE-ACCELERATING the object to stop it.
The equation is F = M A, where F is the Force required to stop the object, M is the object's Mass, and A is its Acceleration. Note that its acceleration in this case is the rate at which you are DE-ACCELERATING the object to stop it.
they fall at the same rate regardless of their mass Maryann Saba
It has been known since the 16th century that the mass of an object is irrelevant to how far it will fall. The main factor influencing the rate of fall is the shape of the object and, therefore, the air resistance (or buoyancy).
The equation is F = M A, where F is the Force required to stop the object, M is the object's Mass, and A is its Acceleration. Note that its acceleration in this case is the rate at which you are DE-ACCELERATING the object to stop it.
The rate of free-fall acceleration is a constant based upon the local gravity - on planet Earth the acceleration is 9.8m/s2. Mass is a function of the object being measured or observed, which can vary considerably. The two do not directly affect each other, but both taken together determine the force of the object in free-fall - by knowing the free-fall acceleration and the mass of the object, you can calculate how hard it will impact the Earth.
The rate of motion, or velocity of an object, is inversely proportional to its mass (p = m*v). Therefore, the larger the mass of the object, the slower it will move.
the object with the greater mass will fall to the ground first. if you think of a hammer and a feather the hammer will obviously fall first. unless your in a vacuum. then the objects fall at an equal rate!
Some may be may be heavier and have more mass than others.