scientifically speaking,I calculate that it would become heavier.
From the Law of Gravity, F=(GmM)/rr where M is the mass of Earth and m the human mass, G=6.67*10^(-11) r is Earth's radius The force F is F=mg also mg=weight where g is the acceleration due to gravity and m the human mass Putting them together, we get that the acceleration due to gravity g, is g=GM/rr From this, we get that if the mass of the Earth was doubled, then the acceleration due to gravity would be doubled. So, F=m2g this means that the human weight would be doubled as well I think the derivation is correct.
Your mass increases on Jupiter because of Jupiter's greater (stronger) gravitational pull.
Your weight would be double what it is now.
Your mass would be greatest on the planet Jupiter. Jupiter is the largest planet in our solar system with a strong gravitational pull, which would make your weight the heaviest there compared to other planets.
Well, first you would have to find the object's mass and weight. Since the gravitational force on Jupiter is approximately 2.3 times the gravitational force, you would have to multiply the mass times 2.3 and the weight times 2.3.
Jupiter would suddenly have aquired enough mass that the temperature and pressure in its core would begin the fusion of hydrogen atoms. Simultaneously Jupiter would also have enough gravity to keep that energy from suddenly exploding outwards. That would make Jupiter a star.
Jupiter is so big that the Earth would orbit Jupiter.
The force equal mass times acceleration, if force remains the same, and mass is doubled, then acceleration must be cut in half.
Nothing would happen to mass, but as weight is technically a force due to gravity, based on mass, the weight would be doubled, but again mass would remain the same.
If the mass were halved, the acceleration would be doubled, assuming the force applied remains constant. According to Newton's second law (F = m * a), when mass is halved, acceleration is inversely proportional and would increase.
Twice the mass --> twice the kinetic energy.
From the Law of Gravity, F=(GmM)/rr where M is the mass of Earth and m the human mass, G=6.67*10^(-11) r is Earth's radius The force F is F=mg also mg=weight where g is the acceleration due to gravity and m the human mass Putting them together, we get that the acceleration due to gravity g, is g=GM/rr From this, we get that if the mass of the Earth was doubled, then the acceleration due to gravity would be doubled. So, F=m2g this means that the human weight would be doubled as well I think the derivation is correct.
The weight of an object remains the same regardless of its location, but its mass would be different due to the different gravitational forces on Jupiter and the Moon. On Jupiter, the mass would be about 7.49 times greater than on Earth, and on the Moon, it would be about 1/6th of the mass on Earth.
Your mass increases on Jupiter because of Jupiter's greater (stronger) gravitational pull.
Your weight would be double what it is now.
Your mass would be greatest on the planet Jupiter. Jupiter is the largest planet in our solar system with a strong gravitational pull, which would make your weight the heaviest there compared to other planets.
Your mass is the same regardless of where you are. Your weight would be greatest on Jupiter.