There are even sea shells at the top of Mount Everest, and before you say 'Noah' they are ancient and contain fossil remains.
Mountain ranges are formed by uplifting tectonic plates moving underneath other plates. Some mountain tops were once at the bottom of the sea.
To be honest I find it a lot more convincing that a flood occurred and deposited those shells, in fact I find it absolutely preposterous to suggest a tectonic plate grew upwards and was able to maintain certain artifacts throughout all that momentum and not to mention to have survived for millions of years. Shells are found in every single mountain range.
You find it preposterous that a tectonic plate shifted upwards, but what you find a lot more convincing is that enough water poured down to raise the level of the oceans by almost 6 miles.
This calls for math!Let's let R
EARTH represent the approximate mean radius of the earth, i.e.: 3,956.6 miles. The height of Mt. Everest is almost 5.5 miles so let R
EVEREST represent radius of the earth at the highest point of Mt. Everest. We know that the volume of a sphere is given by the formula: V
SPHERE = (4 *
π * R
SPHERE3) / 3.
So the volume of water, give or take a few million gallons, that would be required to raise the water level by 5.5 miles is given to us by this formula:
VEVEREST- VEARTH =
(4 * π * REVEREST3) / 3 - (4 * π * REARTH 3) / 3 =
(4 * π) * [ REVEREST3 - REARTH3 ] / 3
We have:
REARTH3 = 3,956.63 = 6.1939320973496 * 1010
REVEREST3 = (3,956.6 + 5.5)3 = 6.2197982480061 * 1010
So we calculate R
EVEREST3 - R
EARTH3 easily:
REVEREST3 - REARTH3 = (6.2197982480061 * 1010) - (6.1939320973496 * 1010) = 2.58661506565 * 108 or 258,661,506 cubic miles of water.
Back to our equation from above:
(4 * π) * [ REVEREST3 - REARTH3 ] / 3 =
(4 * π * 258,661,506) / 3 =
(1,034,646,024 * π) / 3
For simplicity, let's let
π = 3 exactly. This will actually slightly reduce the volume of water that we will calculate as necessary but that's OK. Besides
π being equal to 3 is Biblically approved per 1 Kings 7:23

Anyways, to make a long story short, we crunch the numbers and calculate that to raise the water level 5.5 miles, we would need... wait for it...
1,034,646,024 miles3 - or over 1 billion cubic miles of water
Perhaps we could convert this to a figure that we can more easily understand, like gallons?
1,034,646,024 miles3 ≅ 1,101,000,000,000 gallons.
Or, in other words, over 1 TRILLION gallons of water.
Yes. That is perfectly reasonable. A trillion gallons of water rained down on the earth...
Update: I made a typo in these calculations, which I have corrected in a post below. We'd actually need over one
SEXTILLION gallons of water...
