In space, an elastic 'sling shot' collision is arranged between a 6.4×10 ^24 kg planet moving at 9.0kms ^−1 towards a 6000kg spacecraft which is also moving at 4.5kms ^−1 towards the planet.
In space, an elastic 'sling shot' collision is arranged between a 6.4×10 ^24 kg planet moving at 9.0kms ^−1 towards a 6000kg spacecraft which is also moving at 4.5kms ^−1 towards the planet. Calculate the final speed of the spacecraft.
Hint 3 in isaac is about using momentum and energy, so you have two unknowns and two equations so everything should be good.
Hint 3 in isaac is about using momentum and energy, so you have two unknowns and two equations so everything should be good.
Hmmm, so I assume we have to find the momentum before and after, the energy before and after and then use simultaneous equations? Can I also just ask that would i use 9000 in my equation instead of 9km as the usual convention is to use m.
Hmmm, so I assume we have to find the momentum before and after, the energy before and after and then use simultaneous equations? Can I also just ask that would i use 9000 in my equation instead of 9km as the usual convention is to use m.
If youve come across it, if energy is conserved (it is here) then restitution = 1 and the difference in velocities before is equal to the difference in velociites after (it just simplifies the energy conservation calculation). Then combine with momentum conservation.
If youve come across it, if energy is conserved (it is here) then restitution = 1 and the difference in velocities before is equal to the difference in velociites after (it just simplifies the energy conservation calculation). Then combine with momentum conservation.
i got 22500 ms^-1 and to 2sf (23000ms^-1). I did Us - Up = Vp - Vs then assume Vp is Up because of the negligible momentum from the Us. So Vs = Us - 2Up which is 4500 + 18000 to get 22500ms^-1. Is this the method you were talking about?
i got 22500 ms^-1 and to 2sf (23000ms^-1). I did Us - Up = Vp - Vs then assume Vp is Up because of the negligible momentum from the Us. So Vs = Us - 2Up which is 4500 + 18000 to get 22500ms^-1. Is this the method you were talking about?