Godzilla Earth Lifting calc

Context

Further analysis shows that Godzilla obliterated MT Tanzawa, elevation 1567 meters. This is no small hill. The map itself sets it within a mountain range, right next to the Mesa Zone. The trap point is in the upper left corner, next to said letters. The Mesa Zone is what Godzilla's tail eviscerated in one swoop. To give this feat a sense of scale, take a look at the lake near the bottom of the map. That is Tokyo Bay, which is a whopping 50 kilometers across.   

Earth Godzilla is strong enough to shatter a Mount Tanzawa to small pieces by just lifting himself through it. Sending visible earthquakes with each step.

Here info about the MT Godzilla destroyed:

• This mountain is the real life Mount Tanzawa

https://en.wikipedia.org/wiki/Mount_Tanzawa

The Calc

Part 1

• Godzilla Earth lifted a mountain off of his back, subsequently turning it to dust.
• This puts its height at 1,567.1 meters I estimate its diameter at least twice its height based on this image https://en.wikipedia.org/wiki/Mount_Tanzawa#/media/File:Mt.Tanzawa_from_Mt.Hudounomine.JPG if not more.
• I will use 2.5 as the full width isn't shown.
• Radius is then ~1,958.875 meters
• Diameter: ~3,917.75 meters
• Three methods: Cone, Cylinder, Hemisphere
• Cone formula: 1/3 x pi x r^2 x h 6,297,073,693.871 cubic meters
• Cylinder formula: pi x r x 2h 19,287,827.025 m^3
• Hemisphere formula: 4/3 x pi x r^3 16,120,508,656.31 m^3

Part 2: Mass

• I can't find the type of rock Mount Tanzawa is made of, so I'll use the base of stone/dirt in general and just go with that
• I'll lowball and use 1.1g/cm^3
• Cone volume: 6297073693871000 cm^3
• Cylinder volume: 19287827025000 cm^3
• Hemisphere volume: 16120508656310000 cm^3
• Mass:
• Cone: 6,926,781,063,258,100 grams
• Cylinder:21,216,609,727,500 grams
• Hemisphere: 17,732,559,521,941,000 grams
• Divide all by a thousand for kilograms
• Cone: 6,926,781,063,258.1 kilograms
• Cylinder: 21,216,609,727.5 kilograms
• Hemisphere: 17,732,559,521,941 kilograms
• Even the absolute lowest of these, and using the lowest density the structure can be made of, gets over 21 billion kilograms

Class G

Easily

Bonus: AP

• VBW states that turning soil to dust (which he very clearly did) is about 0.4 up to 1 g/cc *https://vsbattles.fandom.com/wiki/Calculations#Table_of_Destruction_Values
• I'll lowball to be nice.
• Cone: 2,770,712,425,303.24 Joules
• Cylinder: 8,486,643,891 Joules
• Hemisphere: 7,093,023,808,776.4 Joules
• Ranges from 2.03 tons of TNT to 1.7 kilotons of TNT Lowest lowball, this is still neat

Jasonsith's version

I recalculated it:

Volume

• Cone: (1/3 * pi * r^2 * h) 6297073694 m^3
• Cylinder: (pi * r^2 * h) 18891221082 m^3
• Hemispheroid: (4/3 * pi * r^2 * h/2) 12594147388 m^3

Mass (in kg) (volume * 1.1 g/cm^3)

• Cone: 6.92678E+12 kg (Class T)
• Cylinder: 2.07803E+13 kg (Class T)
• Hemispheroid: 1.38536E+13 kg (Class T)

Attack potency (volume * pulverisation energy of soil into dust -- I would say 1 J/cc is actually reasonable here)

• Cone: 6.29707E+15 J = 1505036.734 tons TNT (Small City level)
• Cylinder: 1.88912E+16 J = 4515110.201 tons TNT (Small City level+)
• Hemispheroid: 1.25941E+16 J = 3010073.467 tons TNT (Small City level)

Hemispheroid end looks best.