Solving Elevator Question: 50kg = 300N

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In the discussion, a scenario is presented where a man weighing 50kg registers 300N on a scale in an elevator, prompting questions about acceleration. The relationship between weight and mass is clarified, emphasizing that weight is measured in Newtons (W = mg). The calculation indicates that if the scale reads 300N, the acceleration of the elevator must be 6 m/s² upwards. Participants stress the importance of understanding the physics behind the measurements rather than just seeking answers. The conversation highlights the need to grasp the concepts of weight, mass, and acceleration in the context of an elevator's movement.
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If a man weights 50kg, but a scale in the elevator says he is 300N, what can you say about the acceleration?

Thanks a lot
 
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What does a scale measure? What is it measuring in this question? What would a scale tell you on the moon?
 
The scale is weighing how heavy he is in Newtons
 
More correctly, he has a mass of 50kg. Weight is in Newtons. What is his weight in Newtons?
 
If the man is 50kg, what would be his weight (W = mg) if the elevator is not moving, for example? Now compare this with what the scale is reading, and apply your experience by remembering what you felt the last time you were on an elevator.

Zz.
 
w = ma
300 = 50(a)

a = 6 m/s^2?
 
Acceleration is a vector...
 
6ms^2 upwards?
 
It almost seems you are just looking for answers. Figure out the answer.
 
  • #10
I am, because it was a question on my test!
 
  • #11
It doesn't help to know an answer without understanding it. All the information is in this thread. Read through it again and try to understand.
 
  • #12
gr3g1 said:
w = ma
300 = 50(a)

a = 6 m/s^2?

Where did you get that value of a?
 
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