weight = mass * gravity, so as long as the force of gravity is the same on both, an object with twice the mass will weigh twice as much.
Can you please rephrase the question, I really don't know what are talking about
Weight, if both objects are on the same planet.
Weight.
Intertia
If the object doesn't move to another planet while you double its mass,its weight will also double.
That is correct. Earth's gravity, often expressed as 9.8 meters per second square, can also be expressed as the equivalent 9.8 Newton per meter. That is, an object of twice the mass will feel twice the force of attraction from Earth. However, it will also have twice the inertia - it requires twice the force to give it a certain acceleration.That is correct. Earth's gravity, often expressed as 9.8 meters per second square, can also be expressed as the equivalent 9.8 Newton per meter. That is, an object of twice the mass will feel twice the force of attraction from Earth. However, it will also have twice the inertia - it requires twice the force to give it a certain acceleration.That is correct. Earth's gravity, often expressed as 9.8 meters per second square, can also be expressed as the equivalent 9.8 Newton per meter. That is, an object of twice the mass will feel twice the force of attraction from Earth. However, it will also have twice the inertia - it requires twice the force to give it a certain acceleration.That is correct. Earth's gravity, often expressed as 9.8 meters per second square, can also be expressed as the equivalent 9.8 Newton per meter. That is, an object of twice the mass will feel twice the force of attraction from Earth. However, it will also have twice the inertia - it requires twice the force to give it a certain acceleration.
That is correct. Earth's gravity, often expressed as 9.8 meters per second square, can also be expressed as the equivalent 9.8 Newton per meter. That is, an object of twice the mass will feel twice the force of attraction from Earth. However, it will also have twice the inertia - it requires twice the force to give it a certain acceleration.
yes. Coldness can also be transferred
Relevant formulae: weight = mass x gravity force = mass x acceleration (Newton's Second Law) Let's say, for the sake of argument, that one object has twice the mass of the other. For example, 2 kg versus 1 kg. The more massive object will be subject to twice the gravitational force - close to Earth's surface, that would be about 20 newton, compared to 10 newton for the less massive object. But the more massive object also has twice as much inertia; that is, twice the force divided by twice the mass will provide the same acceleration.
If the object doesn't move to another planet while you double its mass,its weight will also double.
Inertia is the tendency of an object to resist changes in its motion. This is, in essence, the statement of Newton's first law. The concept of inertial is quantified by mass. We say an object with twice the mass has twice the inertia. See also the related question link.
That is correct. Earth's gravity, often expressed as 9.8 meters per second square, can also be expressed as the equivalent 9.8 Newton per meter. That is, an object of twice the mass will feel twice the force of attraction from Earth. However, it will also have twice the inertia - it requires twice the force to give it a certain acceleration.That is correct. Earth's gravity, often expressed as 9.8 meters per second square, can also be expressed as the equivalent 9.8 Newton per meter. That is, an object of twice the mass will feel twice the force of attraction from Earth. However, it will also have twice the inertia - it requires twice the force to give it a certain acceleration.That is correct. Earth's gravity, often expressed as 9.8 meters per second square, can also be expressed as the equivalent 9.8 Newton per meter. That is, an object of twice the mass will feel twice the force of attraction from Earth. However, it will also have twice the inertia - it requires twice the force to give it a certain acceleration.That is correct. Earth's gravity, often expressed as 9.8 meters per second square, can also be expressed as the equivalent 9.8 Newton per meter. That is, an object of twice the mass will feel twice the force of attraction from Earth. However, it will also have twice the inertia - it requires twice the force to give it a certain acceleration.
That is correct. Earth's gravity, often expressed as 9.8 meters per second square, can also be expressed as the equivalent 9.8 Newton per meter. That is, an object of twice the mass will feel twice the force of attraction from Earth. However, it will also have twice the inertia - it requires twice the force to give it a certain acceleration.
The idea here is that if - for example - one object has twice the inertia than another (i.e., twice the "inertial mass"), its reaction to gravity (its "gravitational mass") will also be twice as much. Thus, the gravitational mass and the inertial mass are directly proportional to one another, and you can just as well choose the proportionality constant to be one, making them equal.
Newton's First Law states that an object that is moving has the tendency to continue moving at the same speed; if it is at rest, the tendency is for the object to remain at rest. This law is also known as the law of inertia.
An object must have mass for there to be weight. There also must be another mass (such as Earth) that exerts a gravitational pull on the object for there to be weight.
Yes. The whole idea of being a satellite is that the object orbits another object. If you mean 'can a satellite orbit more than one object', then the answer is also yes. Objects orbiting binary stars would be an example of this.
yes. Coldness can also be transferred
Relevant formulae: weight = mass x gravity force = mass x acceleration (Newton's Second Law) Let's say, for the sake of argument, that one object has twice the mass of the other. For example, 2 kg versus 1 kg. The more massive object will be subject to twice the gravitational force - close to Earth's surface, that would be about 20 newton, compared to 10 newton for the less massive object. But the more massive object also has twice as much inertia; that is, twice the force divided by twice the mass will provide the same acceleration.
Relevant formulae: weight = mass x gravity force = mass x acceleration (Newton's Second Law) Let's say, for the sake of argument, that one object has twice the mass of the other. For example, 2 kg versus 1 kg. The more massive object will be subject to twice the gravitational force - close to Earth's surface, that would be about 20 newton, compared to 10 newton for the less massive object. But the more massive object also has twice as much inertia; that is, twice the force divided by twice the mass will provide the same acceleration.
The law of inertia (it relates to an object's resistance to the change in motion)