The Blasted Elevator Questions; General Physics- Please help

AI Thread Summary
To solve the elevator acceleration problem, first calculate the mass by dividing the weight at the doctor's office (684N) by the acceleration due to gravity (9.81 m/s²), resulting in approximately 69.7 kg. The difference in weight readings between the scale in the elevator (724N) and the doctor's office (684N) is 40N, which represents the net force due to the elevator's acceleration. Using Newton's second law, the acceleration can be found by dividing this net force (40N) by the mass (69.7 kg), yielding an acceleration of approximately 0.574 m/s². It's important to note that the scale reading of 724N is the total of the normal force and the weight, not the net force alone. Understanding these concepts is crucial for accurately solving physics problems involving forces and accelerations.
dext
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hey everyone,
sheesh, our professor has us do our homework online, and I SWEAR my answer is right, but apparently it isnt. Here is the question:

You leave the doctors office after your annual checkup and recall that you weighed 684N. You then step onto an elevator with a scale. Find the magnitude of the elevator's acceleration if the scale reads 724N.

How do i solve this problem?
Thanks.
 
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Essentially, what I did was divide her weight in the drs office by 9.8, then I entered that mass into Newtons 2nd law equation. I divided 724 by mass--- Doesn't that give me the acceleration?
 
You're supposed to show your work when asking questions. We're not doing your homework for you.

However, find the mass, m = 684/9.81 = 69.7 kg. Find the difference between your weight at rest and your weight on the accelerating elevator. 724-684 = 40 N. Now, find the acceleration. a = 40/69.7 = 0.574 m/s^2.
 
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dext said:
Essentially, what I did was divide her weight in the drs office by 9.8, then I entered that mass into Newtons 2nd law equation. I divided 724 by mass--- Doesn't that give me the acceleration?

The net force is not 724N. 724N is the sum of the normal force exerted by the elevator and your weight.
 
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