Free-falling Weight and Newtons: A Physics Question for Kids

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When jumping off a building with a scale taped to your feet, the scale would read zero during free fall, as all objects fall at the same rate regardless of their weight. Weight is defined as the product of mass and gravity, with gravity's acceleration being 9.81 m/s². Although the calculation shows a weight of 1.1772 N based on mass, this is irrelevant while in free fall since the scale does not register any weight. The discussion highlights a common misconception about weight during free fall and clarifies that all objects, regardless of mass, experience the same gravitational acceleration. Understanding this principle is essential for grasping basic physics concepts related to gravity and weight.
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My son has some science homework for a final this week.

I am not a big physics guy. I studied sociology in college.

Can you help us out with this question(s)?

If you have a scale taped to your feet while standing on top of a building, and you jump off the building, what would your weight be on the scale while free falling? Before jumping, your weight was 120 lbs.

Why are Newtons like weight?
 
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Weight is the product of both mass and gravity.
Thus the reason why it's in Newtons.

Acceleration of gravity is 9.81 m/s^2.

Therefore.. your weight while free falling would be:

W (Weight) = m (mass) X g (gravity)
W = 0.12kg X 9.81 m/s^2
W = 1.1772 N
 
So you would actually weigh something while falling?

I think these were two separate questions on his homework.
 
k0k said:
W = 1.1772 N

The scale would read zero! All objects fall at the same rate!
If you taped a scale to a mouse in free fall - the scale reads zero
If you taped a scale to a elephant in free fall - the scale reads zero
If you taped a scale to a _______ in free fall - it reads zero.
You get my point
 
Clangador said:
So you would actually weigh something while falling?

I think these were two separate questions on his homework.

No, his answer is incorrect. If things had different weights in free fall (relative), they would not fall at the same rate.
 
EDIT: Nevermind. My mistake. Read the question wrong, and didn't notice the word "scale". Haha
 
k0k said:
EDIT: Nevermind. My mistake.


No problem ;) I comment on here to quickly sometimes as well, then I regret my answer! haha
 
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