Sorry, but this is completely incorrect. Only under certain circumstance can you treat the mass of the Earth as concentrated at a single point. To find the net gravitational field within the earth, you must add up the individual contributions from each element of the Earth's mass.renek said:Ok listen up all u dopey heads.
You are using the right formula but you all made the same mistake. You would not experience a force of zero lols
Let me demonstrate:
Using Newtons law of universal gravitation
F=GMm/r^2 (which i am sure we all know)
G=Universal Gravitational constant
M=Mass of earth
m=mass of you
r=Distance between you and the centre of the earth
The force of gravity experienced at the centre of the Earth equals to
= 6.67 × 10^-11 x (Mass of Earth) x (Mass of you)
__________________________________________________
(Distance between you and centre of earth)^2
Since distance between you and the centre of the Earth is zero, we end up dividing the huge number at the top by zero.
As we all know, anything divided by zero is INFINITY (as 0 goes into any number an infinite number of times)
Therefore magnitude of gravity at the centre of the Earth is infinite
When we are at the centre of the Earth we will experience INFINTE gravity (theoretically).
We will not experience no gravity.
So in which direction will the gravitational force vector point, at the center of the Earth?renek said:We will not experience no gravity.
What debate? The original question was settled years ago.robsharp14 said:didnt the original question suggest pressure...we should stop debating and revert to the original quest.