Lawlight said:
Iron Man can lift 10T. I don't see how Samus can win. |
Samus grew up on Zebes.
According to this site:
http://www.enchantedlearning.com/subjects/astronomy/planets/earth/Mass.shtml
The pull of Gravity can be determined by the formula if you know a planet’s Mass and Radius and the Gravitational Constant: GM/r^2=a
G is the gravitational constant, M is the mass of the Zebes, r is the radius of the Zebes, and a is the acceleration due to the force of gravity.
So we substitute the Mass and Radius of Earth with the Mass and Radius of Zebes and we get:
((4.35448675 × ((10^27) kilograms)) * (6.67300 × ((10^(-11)) (m^3) (kg^(-1)) (s^(-2))))) / ((5850 km)^2) = 8490.75611 m / s^2
Which means:8490.75611m/s^2 (1 g on Zebes) /9.81m/s^2 (1 g on Earth) = 865.5
That anyone who lives on Zebes is use to an 865.5 g environment and when introduced into a 1 g environment would be increadibly strong.
We know that Samus weighs 198 lbs. This is assumed in a 1 g environment. If this was her weight on Zebes then on Earth she would weight 0.2 lbs... I think it is safe to say that 198 lbs is her 1 g weight.
On Zebes this meger 198 lbs would turn into 85.6 tons, and Zero Mission showed us that Samus is capable of lifting her own weight without assistance on Zebes, so in a 1 g environment she should be more than capable of lifting 85 tons.
