A 5.9 x 10^5 kg United Launch Alliance (ULA) rocket is fired vertically from Cape Canaveral. The first stage of the rocket gives it a kinetic energy of 1.88 x 10^11 J. a) What height will the rocket rise after the first stage has been used? b) The work of the first stage of the rocket engine is delivered in 279.3 seconds. Assuming the delta KE = Work (J) how much Power in Watts (W) is delivered? c). Using the KE of the first stage, what is the instantaneous velocity? d). Use your Impulse/momentum equation to determine the average force (N) of thrust provided by the engines.
A 5.9 x 10^5 kg United Launch Alliance (ULA) rocket is fired vertically from Cape Canaveral. The first stage of the rocket gives it a kinetic energy of 1.88 x 10^11 J. a) What height will the rocket rise after the first stage has been used? b) The work of the first stage of the rocket engine is delivered in 279.3 seconds. Assuming the delta KE = Work (J) how much Power in Watts (W) is delivered? c). Using the KE of the first stage, what is the instantaneous velocity? d). Use your Impulse/momentum equation to determine the average force (N) of thrust provided by the engines.
Physics for Scientists and Engineers, Technology Update (No access codes included)
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ISBN:9781305116399
Author:Raymond A. Serway, John W. Jewett
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Chapter8: Conservation Of Energy
Section: Chapter Questions
Problem 8.47AP: A 4.00-kg particle moves along the x axis. Its position O varies with time according to x = t +...
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A 5.9 x 10^5 kg United Launch Alliance (ULA) rocket is fired vertically from Cape Canaveral. The first stage of the rocket gives it a kinetic energy of 1.88 x 10^11 J. a) What height will the rocket rise after the first stage has been used? b) The work of the first stage of the rocket engine is delivered in 279.3 seconds. Assuming the delta KE = Work (J) how much Power in Watts (W) is delivered? c). Using the KE of the first stage, what is the instantaneous velocity? d). Use your Impulse/momentum equation to determine the average force (N) of thrust provided by the engines.
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