A 47.0-kg woman decides to take the elevator to the top of the 100.-m Space Needle in Seattle. On the return trip down, the elevator moves at a constant speed of 4.00 m/s for most of the trip, except when the elevator stops. The elevator travels 2.50 meters to stop. (a) What is the acceleration needed to stop the elevator at the bottom of the Space Needle? Because this is a physics problem, the woman decides to weigh herself during the trip. (b) What does she weigh according to her scale during most of the trip down the Space Needle? (c) What does she weigh according to her scale near the bottom when the elevator is stopping? (d) Explain in words and an expression/equation: If during the decent, the cable attached to the elevator breaks, what does the woman weigh according to her scale?

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Chapter1: Units, Trigonometry. And Vectors
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A 47.0-kg woman decides to take the elevator to the top of the 100.-m Space Needle
in Seattle. On the return trip down, the elevator moves at a constant speed of 4.00 m/s
for most of the trip, except when the elevator stops. The elevator travels 2.50 meters to
stop. (a) What is the acceleration needed to stop the elevator at the bottom of the Space
Needle? Because this is a physics problem, the woman decides to weigh herself during the
trip. (b) What does she weigh according to her scale during most of the trip down the Space
Needle? (c) What does she weigh according to her scale near the bottom when the elevator
is stopping? (d) Explain in words and an expression/equation: If during the decent, the
cable attached to the elevator breaks, what does the woman weigh according to her scale?
Transcribed Image Text:A 47.0-kg woman decides to take the elevator to the top of the 100.-m Space Needle in Seattle. On the return trip down, the elevator moves at a constant speed of 4.00 m/s for most of the trip, except when the elevator stops. The elevator travels 2.50 meters to stop. (a) What is the acceleration needed to stop the elevator at the bottom of the Space Needle? Because this is a physics problem, the woman decides to weigh herself during the trip. (b) What does she weigh according to her scale during most of the trip down the Space Needle? (c) What does she weigh according to her scale near the bottom when the elevator is stopping? (d) Explain in words and an expression/equation: If during the decent, the cable attached to the elevator breaks, what does the woman weigh according to her scale?
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