Posted by Haroula on Tuesday, February 7, 2012 at 6:56pm.
(a) At rocket cutoff, it changes from accelerating at 1.5 m/s^2 to decelerating at rate -g = -9.8 m/s^2.
(b) At 120 m cutoff, the rocket's velocity V is given by
V^2 - 58^2 = 2 a X = 360 m^2/s^2
V = 61.02 m/s
Maximum height occurs t = 61.02/9.8 = 6.23 s later. Additional height above 120 m is
(V/2)*t = 190.1 m higher, or 310.1 m
(c) already answered. See t.
(d) During acceleration, the time the rocket was burning was
120 m/(Vaverage) = 2*120/(58 +61)
= 2.02 s.
Add that to 6.23 s for the time to reach maximum height. Then add the time it takes to fall from there.
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