Damn that's fast! Are you sure its not like 1.17 m/s or is the question just stupid?b40677 said:
ok here you goThe equation for finding the final speed of the astronaut after throwing the tank is v = u + at, where v is the final velocity, u is the initial velocity, a is the acceleration, and t is the time elapsed.
The mass of the tank affects the overall momentum of the system, as the astronaut and the tank together make up the system. Therefore, the final speed of the astronaut will be influenced by the mass of the tank.
The initial velocity of the tank contributes to the overall momentum of the system, which in turn affects the final speed of the astronaut. A higher initial velocity of the tank will result in a higher final speed for the astronaut.
The acceleration due to gravity is a constant force that acts on both the tank and the astronaut, and it affects the rate at which the velocity changes. Therefore, it is an important factor to consider when calculating the final speed of the astronaut after throwing the tank.
Yes, there is a maximum final speed that the astronaut can reach after throwing the tank. This is because the force exerted by the astronaut on the tank can only accelerate it up to a certain speed, and after that, the force will be balanced by air resistance and other factors, resulting in a constant final speed for the astronaut.