From the laws of nature what ever goes up must come down. This is due to a constant gravitational acceleration which acts on all objects that are on our planet earth. Every object on this planet, independent of size, experiences the same (Constant acceleration) gravitational acceleration so all falling objects have the same acceleration.
But a nagging doubt may remain if you are concluding that the gravitational attraction between earth and an object is greater the greater the mass of the object. Here is a non-mathematical way to resolve the dilemma. The more massive object will indeed have a stronger gravitational attraction with earth, but it will also have a greater inertia. (When you think about inertia, the tendency of an object at rest to remain at rest, you might find yourself wondering why the lighter object doesn't hit the ground first!) The combination of gravitational attraction and inertia will be the constant acceleration mentioned above. It still may be difficult to overcome the idea that a heavier object should fall more quickly. Try this mental experiment. Imagine yourself at your antipode, that is, the point on earth that is exactly opposite to your present position. go straight down through the center and come out on the surface. (If that will be water, create a temporary island for a minute.) Now imagine yourself dropping the two objects in a vacuum, and imagine them falling "up" toward the ground. Somehow, imagining it this way makes it easier to see that the greater gravitational attraction is working on a "weightier" or more massive object. It is easier to see that they will naturally "fall" to earth at the same rate of acceleration. Of course, air resistance will cause some differences depending on the materials involved. Drop a Bowling ball and a feather from any height, and barring any trickery, the ball will hit the ground first. The acceleration rate for objects falling toward earth (that would have to be corrected for air resistance) is 9.8 meters/seconds squared. In a vacuum, there is no correction necessary for air resistance.
No lighter things do not fall faster than heavier things. In a vacuum they will fall at the same speed. Normally the heavier thing will fall down faster because of its weight. Sometimes the lighter thing falls faster depending on the air resistance.
Lighter pendulums stop faster than heavy ones because they have less inertia, meaning they are easier to slow down. The movement of a pendulum is governed by its kinetic energy and potential energy, where the lighter pendulum has less energy overall to dissipate. This leads to a quicker damping of the oscillations in the lighter pendulum compared to the heavier one.
In a vacuum, all objects fall at the same rate regardless of weight due to gravity. However, in the presence of air resistance, heavier objects are less affected by air resistance than lighter objects, allowing them to fall faster. This is because air resistance is proportional to the surface area of the object, while weight is proportional to mass.
In a vacuum, all objects fall at the same rate regardless of their weight due to gravity. However, in real-world conditions with air resistance, lighter objects tend to fall slower than heavier objects because air resistance affects lighter objects more.
In a vacuum, all objects fall at the same rate regardless of weight due to gravity. However, in the presence of air resistance, heavier objects overcome this resistance more easily and reach the ground faster. This is because heavier objects have more momentum and force to push through the air.
No lighter things do not fall faster than heavier things. In a vacuum they will fall at the same speed. Normally the heavier thing will fall down faster because of its weight. Sometimes the lighter thing falls faster depending on the air resistance.
Assuming the parachutes are the same size, then yes.
Lighter pendulums stop faster than heavy ones because they have less inertia, meaning they are easier to slow down. The movement of a pendulum is governed by its kinetic energy and potential energy, where the lighter pendulum has less energy overall to dissipate. This leads to a quicker damping of the oscillations in the lighter pendulum compared to the heavier one.
They don't. All objects fall at the same rate of speed because of weight.
they have less mass. heavier objects have a great mass so it gets pulled down faster..... by a little thing called......gravity!
In a vacuum, all objects fall at the same rate regardless of weight due to gravity. However, in the presence of air resistance, heavier objects are less affected by air resistance than lighter objects, allowing them to fall faster. This is because air resistance is proportional to the surface area of the object, while weight is proportional to mass.
In a vacuum, all objects fall at the same rate regardless of their weight due to gravity. However, in real-world conditions with air resistance, lighter objects tend to fall slower than heavier objects because air resistance affects lighter objects more.
In a vacuum, all objects fall at the same rate regardless of weight due to gravity. However, in the presence of air resistance, heavier objects overcome this resistance more easily and reach the ground faster. This is because heavier objects have more momentum and force to push through the air.
You can make a pendulum swing faster by increasing its initial height or by shortening the length of the pendulum. Both of these actions will result in a larger potential energy that will be converted into kinetic energy, causing the pendulum to swing faster.
she hopes to prove that heavier objects fall faster than lighter ones
Galileo challenged Aristotle's belief that heavier objects fell faster than lighter ones.
Galileo discovered that all objects fall at the same rate regardless of their weight, disproving the common belief at the time that heavier objects fall faster than lighter ones.