Ground Maximum height; parachute deploys. t= 0 1=2s Rocket Engine ignites. Engine shuts down. descends. Note: Figures not drawn to scale. 2. A model rocket is launched vertically with an engine that is ignited at timet = 0, as shown above. The engine provides enough force such that the rocket has an upward acceleration of 30 m/s² for 2.0 s. After 2 seconds, the engine stops, and the rocket proceeds to reach its maximum height. Upon reaching its maximum height, the rocket deploys a parachute and then descends vertically to the ground. a. Determine the speed of the rocket after the 2 s firing of the engine. b. What maximum height will the rocket reach? с. At what time after t = 0 will the maximum height be reached?

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Chapter1: Units, Trigonometry. And Vectors
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Ground
1= 0
Engine ignites.
Maximum height;
parachute deploys.
Rocket
descends.
1=2s
Engine shuts down.
Note: Figures not drawn to scale.
2. A model rocket is launched vertically with an engine that is ignited at timet = 0, as shown above. The engine
provides enough force such that the rocket has an upward acceleration of 30 m/s for 2.0 s. After 2 seconds, the
engine stops, and the rocket proceeds to reach its maximum height. Upon reaching its maximum height, the rocket
deploys a parachute and then descends vertically to the ground.
Determine the speed of the rocket after the 2 s firing of the engine.
a.
b. What maximum height will the rocket reach?
At what time after t = 0 will the maximum height be reached?
с.
Transcribed Image Text:Ground 1= 0 Engine ignites. Maximum height; parachute deploys. Rocket descends. 1=2s Engine shuts down. Note: Figures not drawn to scale. 2. A model rocket is launched vertically with an engine that is ignited at timet = 0, as shown above. The engine provides enough force such that the rocket has an upward acceleration of 30 m/s for 2.0 s. After 2 seconds, the engine stops, and the rocket proceeds to reach its maximum height. Upon reaching its maximum height, the rocket deploys a parachute and then descends vertically to the ground. Determine the speed of the rocket after the 2 s firing of the engine. a. b. What maximum height will the rocket reach? At what time after t = 0 will the maximum height be reached? с.
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