on the centre of the earth.
Zero
Your mass would be unaffected, it is simply to do with the atoms in your body. Your weight would be reduced to zero as that is simply how much your body is affected by gravity.
The body weight at the center of the Earth would be zero because the mass surrounding you in all directions would create a gravitational pull in every direction, effectively cancelling out any perceived weight.
The weight of a person is not constant at all places on the Earth. The weight becomes zero at the center of the earth or far away from the Earth.
The weight of a body depends upon the force of gravity acting upon that body. A 50 kg body will have a weight that is 50 times that of a 1 kg mass. The weight of the body will be different on earth, on the moon and in deep space (zero).
Assuming that you could get the mass there and intact, the mass of the body would not change. Its weight, however would be zero. Depending on the matter used, the volume might be considerably reduced due to pressure.
Yes, it is possible for a body to have non-zero mass but zero weight when in free-fall or in a microgravity environment where there is no gravitational force acting on the body. Weight is the force due to gravity acting on an object, and so in the absence of gravity, the body would have zero weight but still have mass.
Here's a nice general rule to ponder: At the center of mass of any planet ... whichis the center of the planet if its mass is distributed uniformly and symmetrically ...the weight of any object due to gravitational attraction is zero.
In classical physics, weight is the force exerted on an object due to gravity. If an object has zero mass, it would not experience weight as weight is proportional to mass. So, for a body to have zero weight, it would need to have zero mass.
w=mg gravity is zero at centre of earth then g=0 and w=m(0) =0 so weight is zero
no
Your mass would be 48kg both on Earth and in space as mass remains constant regardless of location. Weight, on the other hand, would vary depending on the gravitational pull of the celestial body you are on.