if you travelled to a planet that had twice the force of gravity of earth and you have taken a small mass that is 1kg what is the mass weight and volume of the 1kg object on the new planet compared to earth

on earth, We = mg

on planet p, Wp = m*(2g) = 2We

volume does not change just because of gravity.

To find the mass weight and volume of a 1kg object on a planet with twice the force of gravity compared to Earth, we need to consider the differences due to gravity. Let's go through the steps:

1. Determine the weight of the 1kg object on Earth:
On Earth, the weight of an object is given by the formula: weight = mass x gravity, where the standard gravity on Earth is approximately 9.8 m/s². So the weight of the 1kg object on Earth would be: weight = 1kg x 9.8 m/s² = 9.8 Newtons (N).

2. Calculate the weight of the 1kg object on the new planet:
Since the new planet has twice the force of gravity compared to Earth, we need to multiply the weight on Earth by 2. Therefore, the weight of the 1kg object on the new planet would be: weight = 9.8 N x 2 = 19.6 N.

3. Find the mass of the 1kg object on the new planet:
The mass of the object remains the same, regardless of the gravitational force. So the mass of the 1kg object would still be 1kg.

4. Determine the volume of the 1kg object on the new planet:
The volume of an object is not affected by gravity changes, as gravity does not directly influence the volume of an object. Therefore, the volume of the 1kg object on the new planet would be the same as on Earth.

To summarize, on the new planet with twice the force of gravity compared to Earth, the 1kg object would have a weight of 19.6 N (compared to 9.8 N on Earth), the same mass of 1kg, and the same volume as on Earth.