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Theoretically . . . (just like boring the tunnel through the globe in the first place) . . .

The pebble falls faster and faster until it reaches the center of the Earth. Then

it continues in the same direction but slower and slower. Its speed declines to

zero just as it drifts out of the other end of the tunnel. If nobody is there to

catch it, and it falls back into the tunnel, it goes through exactly the same thing

in reverse ... falling faster and faster until it reaches the center of the Earth,

then slower and slower until it drifts out of the tunnel again, right in front of

you, at the spot where you dropped it in the first time.

It's doing a gigantic pendulum, swinging surface-to-surface, fastest at the center

and zero speed at each end, where it reverses.

The period of the pendulum ... from the time you drop it in until it comes back up

in front of you out of the hole in the ground ... is 86 minutes.

Exactly the same period that it would have if it were an artificial satellite in the

lowest conceivable orbit ... the same size as the Earth's radius without running

into mountains or air.

If there's no air resistance and it doesn't run into things, then the size, shape,

mass, or weight of the pebble make no difference, in either exercise.

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Q: If a tunnel is bored through the center of earth and a pebble is dropped into it then what will happen?
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