Unfortunately I don't know the size of the monster and I couldn't calculate its size due to the perspective in the scenes it appears
Yes the mountain only appears in these scenes
Can it be calculated using Willow's height?
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Executor_N0
The problem would be perspective
Just the mountain and the monster is already not a "100% in the same plane" perspective, but I think that since both are of huge size, it might balance out more
So scaling to Willow's height might downplay a lot the size of the mountain since it's much further in the background
If you want to make a super downplayed version of the calc, I think it's possible, but I don't think many would accept.
Just the mountain and the monster is already not a "100% in the same plane" perspective, but I think that since both are of huge size, it might balance out more
So scaling to Willow's height might downplay a lot the size of the mountain since it's much further in the background
If you want to make a super downplayed version of the calc, I think it's possible, but I don't think many would accept.
Executor_N0
Yes, I think that doing that can work.
Executor_N0
Yes, it seems fine
Executor_N0
You'll use the length of the mountain, and use that in the other scene above to find the height
The way I see it the mountain has a shape similar to a cuboid, so you'll multiply the area of the length^2 (As I think that the width and length are similar) by the height
The way I see it the mountain has a shape similar to a cuboid, so you'll multiply the area of the length^2 (As I think that the width and length are similar) by the height
Does that mountain only appear in those scenes? Perspective isn't perfect for either of the images where the mountain is with the characters, but I guess the one with the monster will be good
Just use the size of the monster as a rule to establish the pixel value in that scene and use that to measure the size of that mountain. It looks like a rectangle for me, the volume for those is the product of length, width and height.
Look for average mountain density and multiply it with the volume to find the mass
After once again use pixel measurements to find the distance from the ground and apply gravitational potential energy you can find in the calculations page.
With that you'll find the total energy amount when the mountain was released