Find final speed of the astronaut after throwing the tank

AI Thread Summary
The discussion centers on calculating the final speed of an astronaut after throwing an 11.0 kg oxygen tank at 11.7 m/s while in space. The principle of conservation of momentum is applied, where the momentum of the tank equals the momentum of the astronaut. The astronaut's mass is 64.1 kg, and since they start from rest, their final speed can be derived from the equation: mass of the tank multiplied by its speed equals the mass of the astronaut multiplied by their final speed. The conversation also includes a light-hearted comment questioning the initial speed value. Ultimately, the calculation demonstrates the application of physics principles in a space scenario.
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A 64.1 kg astronaut is on a space walk when the tether line to the shuttle breaks. The astronaut is able to throw a 11.0 kg oxygen tank in a direction away from the shuttle with a speed of 11.7 m/s propelling the astronaut back to the shuttle. Assuming the astronaut starts from rest, find final speed of the astronaut after throwing the tank. Answer in units of m/s
 
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What principle do you think you should apply?
 
b40677 said:
The astronaut is able to throw a 11.0 kg oxygen tank in a direction away from the shuttle with a speed of 11.7 m/s
Damn that's fast! Are you sure its not like 1.17 m/s or is the question just stupid? :biggrin:
 
:rolleyes: ok here you go

use: Conservation of momentum

mass of oxygen tank X speed of oxygen tank = mass of astronaut X speed of astronaut
 
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