A car traveling at 27 m/s collides with a building. The collision with the building causes the car to come to a stop in approximately 1 second. The driver, who weighs 860 N, is protected by a combination of a variable-tension seatbelt and an airbag. (In effect, the driver collides with the seatbelt and airbag and not with the building.) The airbag and seatbelt slow his velocity, such that he comes to a stop in approximately 2.5 s. Before € - (27 m/s)i Collision After What average force does the driver experience during the collision? Without the seatbelt and airbag, his collision time (with the steering wheel) would have been approximately 0.20 s. What force would he experience in this case?

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A car traveling at 27 m/s collides with a building. The collision with the building causes the car
to come to a stop in approximately 1 second. The driver, who weighs 860 N, is protected by a
combination of a variable-tension seatbelt and an airbag. (In effect, the driver collides with the
seatbelt and airbag and not with the building.) The airbag and seatbelt slow his velocity, such
that he comes to a stop in approximately 2.5 s.
Before
V- (27 m/s)i
Collision
€
After
V₁=0
What average force does the driver experience during the collision?
Without the seatbelt and airbag, his collision time (with the steering wheel) would have been
approximately 0.20 s. What force would he experience in this case?
Transcribed Image Text:A car traveling at 27 m/s collides with a building. The collision with the building causes the car to come to a stop in approximately 1 second. The driver, who weighs 860 N, is protected by a combination of a variable-tension seatbelt and an airbag. (In effect, the driver collides with the seatbelt and airbag and not with the building.) The airbag and seatbelt slow his velocity, such that he comes to a stop in approximately 2.5 s. Before V- (27 m/s)i Collision € After V₁=0 What average force does the driver experience during the collision? Without the seatbelt and airbag, his collision time (with the steering wheel) would have been approximately 0.20 s. What force would he experience in this case?
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