A Saturn 5 rocket has a mass of 2,800,000 kg, but can produce 35 million Newtons of force for 3 minutes (180s).  (Spoiler alert: Most of these 35 Mega-Newtons are used to overcome the 28 Mega-Newtons of weight in a concept called “thrust-to-weight ratio”, which means the effective net force on the rocket is only 7,000,000 N.  Use this force, NOT the overall.)   A. Using calculations of either impulse OR kinematics OR both, what is the momentum of the Saturn V rocket after it completes its burn (assuming it starts from rest?   B. Using calculations of either impulse OR kinematics OR both, what is the velocity of the Saturn V rocket after it completes its burn?   C. Once in orbit, if we wanted to slow the rocket down to a specific velocity, describe two methods to do so: one using a single massive object (like a booster stage), the other using compressed nitrogen onboard the rocket.  Make sure you describe the direction and ve

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3. A Saturn 5 rocket has a mass of 2,800,000 kg, but can produce 35 million Newtons of force for 3 minutes (180s).  (Spoiler alert: Most of these 35 Mega-Newtons are used to overcome the 28 Mega-Newtons of weight in a concept called “thrust-to-weight ratio”, which means the effective net force on the rocket is only 7,000,000 N.  Use this force, NOT the overall.)

 

A. Using calculations of either impulse OR kinematics OR both, what is the momentum of the Saturn V rocket after it completes its burn (assuming it starts from rest?

 

B. Using calculations of either impulse OR kinematics OR both, what is the velocity of the Saturn V rocket after it completes its burn?

 

C. Once in orbit, if we wanted to slow the rocket down to a specific velocity, describe two methods to do so: one using a single massive object (like a booster stage), the other using compressed nitrogen onboard the rocket.  Make sure you describe the direction and ve

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