Originally posted by Astner
From my understanding Tsunande is a class-100 warrior. This can be proven with a simple calculation of when she's using Gamabuta's katana.A regular katana handle is approximately 4 cm, and the length of Gamabuta's katana's handle is a approximately 3/2 of Tsunande's length (or 2 meters).
A reasonable assumption would be that Gamabuta's katana has the same density as a regular katana.
So the formula is basically:
([Length of Gamabuta's katana]/[Length of a regular katana])^3 * [Density of a regular katana] = [Mass of Gamabunta's katana]
(2/.05)^3 * 2 = 250 000 kg (= 250 tons)
Raikage (Also known as "A"😉 seem to be more deadly than strong. He's as fast as the Yellow Flash, his lightning shield increases his defense and offense dramaticly and he's pretty powerful to begin with.
I'm going with Tsunsande for now (in terms of strength) based on the evidence for now. But I'm going to reserve judgement until I see the upper limits of A's strength.
While I love the fact that there is someone on here actually using their brain to figure shit out, you're numbers are way off, here, and the calculation isn't working for me, at all.
First, find the density of the handle. Then, find the density of the metal. Then, find the volume of the handle and complete blade.
Find the volume similar to how archimedes calculated a more precise version of pi: get more accurate with a geometric figure: in this instance, it would be a regular cuboid, then angle the edges off and recalculate volume, then add two edges to that one edge, and recalculate just the change in volume for the "right triangle" of the new sub-figure, and so forth.
This is similar to how you calculate your own volume in physics for some cool projects you can do in college.
Anywho, we can assume the handle is wood or a firm rock...we can do the calculation for both, actually.
As I don't feel like taking the time to draw this shizer out and do the trig for it, feel free.
Tell us what you come up with. If you need me to better explain what I mean, just send me a PM.
Then you could really find out what the mass is, which I think you were close with.