Consider a car crash in which the vehicle travels at 13 m/s (roughly 30 mph) just before the collision. Research indicates that the passenger typically experiences an acceleration of 30 g's during such a crash if their seatbelt is fastened. Suppose this implies a peak force of Fmax = 21,000 N as shown in the graph. The passenger's mass is given. F; (N) Fmax = 21,000 N +x t (s) At =? Vox = -13 m/s m, = 75 kg A) What is the duration of the collision, At? B) Calculate the passenger's kinetic energy before impact. What is the kinetic energy of this same passenger when jogging at a modest speed of 5 m/s?

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Consider a car crash in which the vehicle travels at 13 m/s (roughly
30 mph) just before the collision. Research indicates that the passenger typically
experiences an acceleration of 30 g's during such a crash if their seatbelt is
fastened. Suppose this implies a peak force of Fmax = 21,000 N as shown in the
graph. The passenger's mass is given.
F; (N)
Fmax = 21,000 N
+x
t (s)
At =?
Vox = -13 m/s
m, = 75 kg
A) What is the duration of the collision, At?
B) Calculate the passenger's kinetic energy before impact. What is the kinetic
energy of this same passenger when jogging at a modest speed of 5 m/s?
Transcribed Image Text:Consider a car crash in which the vehicle travels at 13 m/s (roughly 30 mph) just before the collision. Research indicates that the passenger typically experiences an acceleration of 30 g's during such a crash if their seatbelt is fastened. Suppose this implies a peak force of Fmax = 21,000 N as shown in the graph. The passenger's mass is given. F; (N) Fmax = 21,000 N +x t (s) At =? Vox = -13 m/s m, = 75 kg A) What is the duration of the collision, At? B) Calculate the passenger's kinetic energy before impact. What is the kinetic energy of this same passenger when jogging at a modest speed of 5 m/s?
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