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An object is dropped and falls to the ground with acceleration of g if its thrown upward at an angle its acceleration would be 0 larger than g g upward g downward or none of the above?
Kaseykaseykasey
9.8 meters per seconds squared in the downward direction.
Wiki User
∙ 12y ago
Wiki User
∙ 11y agoG downward
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A tennis ball and a solid steel ball the same size are dropped at the same time which ball has the greater force acting on it?
If both balls are exactly the same size, and one having larger mass, the 300g ball will hit the ground first. This is easy to relate to a hammer and a large feather, even if they have the same surface area the hammer having a larger mass has a larger terminal velocity.
Is it possible that two falling bodies of different mases to have same momentum while striking the ground?
Sure, if either of the following conditions is true: -- The smaller mass started dropping before the larger mass did. As long as (MsmallVsmall) is equal or greater than (MbigVbig), the smaller mass has equal or more momentum than the larger one has. But of course, the momentum of the larger mass catches up as its speed grows. -- The smaller mass and the larger mass were dropped at exactly the same time, but on different planets. Then, if the smaller one was dropped in a place where gravitation is greater, and the greater mass was dropped in a place where gravitation is less, it's quite possible for the smaller mass to have more momentum than the larger mass has, at least for a while. If the acceleration of gravity on the larger planet is at least (larger mass x acceleration of gravity on the smaller planet/smaller mass) or more, then the smaller mass has more momentum than the larger mass has forever, or as long as they're both freely falling.
Does a smaller object with the same force will accelerate the same than a larger object?
The smaller object will have a larger acceleration than the larger object. This is because, from Newton's second law, the acceleration of a body is given by: a = F/m where a is acceleration F is resultant force and m is mass F is constant, so acceleration is inversely proportional to mass. Hence, the smaller object will have a larger acceleration.
What affects the acceleration?
According to Newton's Second Law, a = F/m. That means that acceleration is caused by a force; that a greater force will result in greater acceleration; and that a larger mass (of the object on which the force acts) will result in less acceleration.
An object that is thrown vertically upward will return to its original position with the same speed as it had initially if air resistance is negligible if air resistance is appreciable?
As an object rises WITH air resistance, the acceleration is larger in size than g, because both gravity and air resistance will be causing a downward acceleration. As the object FALLS with air resistance, the acceleration will be smaller in size than g, because gravity and resistance will be opposing each other. Because of the smaller acceleration being applied over the same distance, the return speed will be slower than the launch speed.
A tennis ball and a solid steel ball the same size are dropped at the same time which ball has the greater force acting on it?
If both balls are exactly the same size, and one having larger mass, the 300g ball will hit the ground first. This is easy to relate to a hammer and a large feather, even if they have the same surface area the hammer having a larger mass has a larger terminal velocity.
Is it possible that two falling bodies of different mases to have same momentum while striking the ground?
Sure, if either of the following conditions is true: -- The smaller mass started dropping before the larger mass did. As long as (MsmallVsmall) is equal or greater than (MbigVbig), the smaller mass has equal or more momentum than the larger one has. But of course, the momentum of the larger mass catches up as its speed grows. -- The smaller mass and the larger mass were dropped at exactly the same time, but on different planets. Then, if the smaller one was dropped in a place where gravitation is greater, and the greater mass was dropped in a place where gravitation is less, it's quite possible for the smaller mass to have more momentum than the larger mass has, at least for a while. If the acceleration of gravity on the larger planet is at least (larger mass x acceleration of gravity on the smaller planet/smaller mass) or more, then the smaller mass has more momentum than the larger mass has forever, or as long as they're both freely falling.
Which acceleration has larger magnitude?
gravity
Does a smaller object with the same force will accelerate the same than a larger object?
The smaller object will have a larger acceleration than the larger object. This is because, from Newton's second law, the acceleration of a body is given by: a = F/m where a is acceleration F is resultant force and m is mass F is constant, so acceleration is inversely proportional to mass. Hence, the smaller object will have a larger acceleration.
Do atoms get larger as they move downward in a column of Periodic Table?
Yes. Atoms get larger as they move downward in a column of periodic table. This is because of increase in number of shells down the group.
Does the force of gravity affect the rate of acceleration?
If you are asking the rate of acceleration on a surface, than the larger the force of gravity is, the more it will affect the rate of acceleration. The amount of friction depends one many variables, one of which is gravity. The larger your force of gravity is, the larger the force of friction is. Because of this, the more the force of gravity is, than the slower the rate of acceleration is because of the larger force of friction, which would be acting against the rate of acceleration. Therefore, the force of gravity does affect the rate of acceleration.
How does force affect stationary object of different masses?
Force accelerates stationary masses as acceleration a=f/m; theacceleration is inverse to the mass. The smaller the mass the larger the acceleration and the larger the mass the smaller the acceleration.
Does a larger planet have greater or less acceleration of gravity?
A larger planet has a stronger gravitational force.
Why is the relationship of force acceleration and mass fma?
This is easier to visualize if you rearrange, solving for acceleration: a = F/m. What this means is that a larger force will produce a larger acceleration. It also means that, since mass is in the denominator, in the case of a larger mass, there will be less acceleration. In other words, a more massive object is harder to accelerate (it is harder to speed it up or slow it down).
What affects the acceleration?
According to Newton's Second Law, a = F/m. That means that acceleration is caused by a force; that a greater force will result in greater acceleration; and that a larger mass (of the object on which the force acts) will result in less acceleration.
If the child pushes you who will have the larger acceleration you or a child?
well it does depend on how much you weigh if you are a child then you both would have the same acceleration but if you are an adult then the child would have no acceleration. O: i am so smart.
The force acting upon an object the greater the acceleration of the object?
The larger the force acting upon an object, the greater the acceleration of the object.
