Question 5 [3/65]: The rocket moves in a vertical plane and is being propelled by a thrust 7 of 32 kN. It is also subjected to an atmospheric resistance R of 9.6 kN. If the rocket has a velocity of 3 km/s and if the gravitational acceleration is 6 m/s² at the altitude of the rocket, calculate the radius of curvature p of its path for the position described and the time-rate-of-change of the magnitude v of the velocity of the rocket. The mass of the rocket at the instant considered is 2000 kg. Vertical 30° T 1

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Question 5 [3/65]: The rocket moves in a vertical plane and is being propelled by a thrust 7 of 32 kN. It is also
subjected to an atmospheric resistance R of 9.6 kN. If the rocket has a velocity of 3 km/s and if the gravitational
acceleration is 6 m/s² at the altitude of the rocket, calculate the radius of curvature p of its path for the position
described and the time-rate-of-change of the magnitude v of the velocity of the rocket. The mass of the rocket
at the instant considered is 2000 kg.
R
T
Vertical
30°
Transcribed Image Text:Question 5 [3/65]: The rocket moves in a vertical plane and is being propelled by a thrust 7 of 32 kN. It is also subjected to an atmospheric resistance R of 9.6 kN. If the rocket has a velocity of 3 km/s and if the gravitational acceleration is 6 m/s² at the altitude of the rocket, calculate the radius of curvature p of its path for the position described and the time-rate-of-change of the magnitude v of the velocity of the rocket. The mass of the rocket at the instant considered is 2000 kg. R T Vertical 30°
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