Dan's mass is the same as it is on Earth. His weight, however, is doubled.
The mass of the object would remain the same because mass is an intrinsic property of the object. However, the weight of the object would double on a planet with twice the gravity of Earth since weight is the force exerted on the object due to gravity, which is directly proportional to the acceleration due to gravity.
The mass won't change (except for insignificant effect due to the Theory of Relativity); the weight will be twice as much. I am assuming you mean the gravitational field; that is, the gravitational acceleration will be twice as much.
The mass of the object would remain the same, as it represents the amount of matter within the object. However, the weight of the object would double on the planet with twice the gravity of Earth because weight depends on the gravitational pull experienced by the object.
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.
In our solar system, the planets Uranus and Neptune have about twice the gravity of Earth.
Dan's mass is the same as it is on Earth. His weight, however, is doubled.
Despite the fact that Uranus has a mass 14.5 times Earth's mass, its surface gravity isless thanEarth's.Jupiter and Neptune both have more "surface gravity" than Earth.
Earth has the greater gravitational pull. Mars pulls with only about 38% of Earth's gravity.
On Mars, there is low gravity, so there you could jump twice as high as you can on Earth. The acceleration due to gravity on mars is 3.71 m/s2, which is 0.379 times that of Earth. (The gravity on Earth is 2.64 times greater than the gravity on Mars.)
Well you would need to know the force of Gravity on the surface of Planet A to answer this. The equation to use would be 5 multiplied by the force of gravity on Planet A = the weight in kilograms. So if Gravity on planet A was twice that on Earth then it would weigh 10Kg and if it was 1/2 that on Earth it would weigh 2.5 kg.
No planet.
False. Gravity on the moon is 1/6 that of Earth.
That would depend on the planet's radius. The strength of gravity depends on both the mass of the object in question and the distance from its center of mass. If the planet in question had the same radius as Earth, then the person would weigh 200 lbs as gravity would be twice as strong. If the planet had the same density as Earth it would have 1.26 times Earth's radius and gravity would be 1.26 times as strong and the person would weigh 126 lbs. If the planet had about 1.41 times Earth's radius then that person's would weight 100 lbs.
apart from mercury,venus & mars (Pluto is no longer a planet).all other planets in our solar system has much greater gravity than earth.also some of the gas giants,or planets like Saturn have some satilites that have property's,that may outweight that of the earth. example titan;
The mass of the object would remain the same because mass is an intrinsic property of the object. However, the weight of the object would double on a planet with twice the gravity of Earth since weight is the force exerted on the object due to gravity, which is directly proportional to the acceleration due to gravity.
Mars has roughly twice the Earth's period of revolution.