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HowStrongIs HowStrongIs 1 December 2018
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How Fast Are Hawkeye's Arrows? -MCU-


Of course, Hawkeye is a bent bent over here (around 1 head lower than his normal height), so we adjusted his height to be just around 1.5 m.

Doing that, we see that Hawkeye's arrows traveled a distance of 1.52 m in 0.034 s, for a speed of 44.7 m/s.


Result

  • How Fast Are Hawkeye's Arrows? - 44.7 m/s, Subsonic Class
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HowStrongIs HowStrongIs 22 November 2018
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Krillin Outspeeds a Plane -Dragon Ball Z-


The distance between Kame House and Capsule Corp is about 260 "units". Comparing this to the planet's radius, assuming that equals our own, puts a distance of around 16,500 km between Kame House and Capsule Corp. Comparing that to the distance between Satan City and Goku's house, which are 40 "units" and 1000 km apart, would bump this down to 6500 km.


v = d/t

  • d = 16,500,000 m
  • t = 1200 s

16,500,000/1200 = 13,750 m/s, which we'll round to 13,800 m/s

v = d/t

  • d = 6,500,000 m
  • t = 1200 s

6,500,000/1200 = 5420 m/s


Results

  • Krillin Outspeeds a Plane ("Our World" Method) - Mach 40.6, Hypersonic Class
  • Krillin Outspeeds a Plane ("Goku's House" Method) - Mach 15.9, Hypersonic Class
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HowStrongIs HowStrongIs 22 November 2018
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The Androids Could Fly to Goku's House -Dragon Ball Z-


The distance between Goku's house and the Android's location is around 130 "units". Using our planet's radius, this would make the distance between them and Goku around 8300 km. Basing it off the fact that Goku and Satan City are 40 "units" apart, the distance between them and Goku would be about 3300 km.


v = d/t

  • d = 8,300,000 m
  • t = 120 s

8,300,000/120 = 69,000 m/s

v = d/t

  • d = 3,300,000 m
  • t = 120 s

3,300,000/120 = 28,000 m/s


Results

  • The Androids Could Fly to Goku's House ("Our World" Method) - Mach 200, Massively Hypersonic Class
  • The Androids Could Fly to Goku's House ("Goku's House" Method) - Mach 82, Hypersonic Class+
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HowStrongIs HowStrongIs 21 November 2018
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Hit's Speed During the Tournament of Destroyers -Dragon Ball Super-

√((2*40)/2,600,000) = 0.0055 seconds

If we assume Hit moved about a meter during his dodge, then...

v = d/t

  • d = 1 meter
  • t = 0.0055 seconds

1/0.0055 = 180 m/s

Of course, this is only his average velocity. His peak velocity would be at least double that, as demonstrated above, which gives him a minimum velocity of 360 m/s.


  • Hit's Speed During the Tournament of Destroyers (Time-Skip/Average) - 12.6 m/s, Subsonic Class
  • Hit's Speed During the Tournament of Destroyers (Time-Skip/Peak) - >25.2 m/s, Subsonic Class
  • Hit's Speed During the Tournament of Destroyers (Full Power/Average) - 180 m/s, Subsonic Class+
  • Hit's Speed During the Tournament of Destroyers (Full Power/Peak) - >Mach 1.1, Supersonic Class

It's worth noting that the God Kamehameha would've had a speed of over Ma…

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HowStrongIs HowStrongIs 21 November 2018
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Super Buu Hits a Blast Through the Planet -Dragon Ball Z-

Unfortunately, the best I can do with this calculation is a rough ballpark estimate. We don't know Super Buu's height aside from estimations, and the distance he is to the ground and the distance the rubble falls is a bit inconsistent.

Nevertheless, I'll try anyways.

Buu appears to be about 7.5 meters off the ground, assuming his height is around 2.4 meters and approximating from there. We know that the most of the rubble has nearly hit the ground by the time the blast reaches the other side of the planet, since we can see it's still slightly in the air in the panel with Mr. Satan.

If we assume this rubble fell about 7 meters in-between the panels where the blast hits the ground and the panel where we see Mr. Satan (which seems reasonable), then thi…

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