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A rock is dropped at the same instant that a ball at the same elevation?
Any object that falls on Earth, no matter its size, will fall at the same speed. Drop a rock and a ball and both will accelerate at the same rate. The only thing that would slow them down is air resistance.
Why objects of different masses falling in the moon accelerate at the same rate?
Objects of different masses accelerate at the same rate on the moon because the acceleration due to gravity on the moon is constant for all objects, regardless of their mass. This is because the force of gravity is proportional to the mass of the object, so the acceleration is the same for all objects.
Which would fall with greater acceleration in a vacuum a leaf or a stone?
Assuming by 'fall' we mean undergo the effects of gravity. If the two objects are falling toward the same large mass (ie falling towards Earth) then they would both accelerate at the same rate. This rate happens to be about 9.8 meters per second squared. It is the acceleration due to gravity on earth.
What happens to the rate at which falling objects accelerate over time?
The rate at which falling objects accelerate due to gravity is constant, about 9.8 m/s^2 on Earth. This means that the acceleration remains the same over time unless another force, like air resistance, comes into play.
If he dropped a piece of burlap tied into a ball with twine and a 2-pound rock at the same time what would he have seen and why?
He would have seen the rock falling faster and hitting the ground first. This is because the rock has more mass and therefore experiences a greater gravitational force, causing it to accelerate more quickly than the burlap bag. Both objects would have fallen at the same rate in a vacuum due to the equivalence principle.
A rock is dropped at the same instant that a ball at the same elevation?
Any object that falls on Earth, no matter its size, will fall at the same speed. Drop a rock and a ball and both will accelerate at the same rate. The only thing that would slow them down is air resistance.
Does the rate of chemical weathering increase or stay the same when a rock becomes more mechanical weathered?
The rate of chemical weathering typically increases when a rock becomes more mechanically weathered. Mechanical weathering creates more surface area for chemical reactions to occur, allowing water and chemicals to penetrate deeper into the rock and accelerate the breakdown process.
Why objects of different masses falling in the moon accelerate at the same rate?
Objects of different masses accelerate at the same rate on the moon because the acceleration due to gravity on the moon is constant for all objects, regardless of their mass. This is because the force of gravity is proportional to the mass of the object, so the acceleration is the same for all objects.
Which would fall with greater acceleration in a vacuum a leaf or a stone?
Assuming by 'fall' we mean undergo the effects of gravity. If the two objects are falling toward the same large mass (ie falling towards Earth) then they would both accelerate at the same rate. This rate happens to be about 9.8 meters per second squared. It is the acceleration due to gravity on earth.
In the absence of air resistance how would the acceleration of 1.5 kg book and tha acceleration of 15 rock differ if the objects dropped from the same height?
The acceleration due to gravity is a constant value of approximately 9.81 m/s^2 for both the book and the rock, regardless of their mass. Therefore, both the book and the rock would accelerate at the same rate and fall at the same speed when dropped from the same height in the absence of air resistance.
What happens to the rate at which falling objects accelerate over time?
The rate at which falling objects accelerate due to gravity is constant, about 9.8 m/s^2 on Earth. This means that the acceleration remains the same over time unless another force, like air resistance, comes into play.
If he dropped a piece of burlap tied into a ball with twine and a 2-pound rock at the same time what would he have seen and why?
He would have seen the rock falling faster and hitting the ground first. This is because the rock has more mass and therefore experiences a greater gravitational force, causing it to accelerate more quickly than the burlap bag. Both objects would have fallen at the same rate in a vacuum due to the equivalence principle.
What has to happen for a feather and a ball to fall at the same rate?
For a feather and a ball to fall at the same rate in a vacuum, they need to experience the same gravitational force acting on them. This means there is no air resistance to slow down the feather, and they can both accelerate similarly due to gravity.
Do things fall at the same rate?
Not necessarily. It depends on their rate of friction, which impacts how fast they will accelerate downwards. This is why a golf ball or tennis ball will fall faster than a leaf or a piece of paper.
Why do objects that experience the same amount of force accelerate at different rates?
Objects that experience the same amount of force can accelerate at different rates due to differences in their mass. Heavier objects require more force to accelerate at the same rate as lighter objects. This is explained by Newton's second law of motion, which states that acceleration is directly proportional to force and inversely proportional to mass.
Will a flat sheet of paper dropped from a height of 2 m accelerate at the same rate as piece of paper crumpled into a ball Why or why not?
Yes, both the flat sheet of paper and the crumpled paper ball will accelerate at the same rate due to gravity, regardless of their shapes. The acceleration due to gravity is a constant value for all objects near the surface of Earth.
Is it true that a marble and a piece of paper will fall at the same rate with the same acceleration in a vacuum?
Yes, in a vacuum, both a marble and a piece of paper will fall at the same rate with the same acceleration due to gravity. This is because in the absence of air resistance, the only force acting on both objects is gravity, causing them to accelerate at the same rate regardless of their masses.
