How Can You Calculate Mass Using Force and Acceleration?

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To calculate mass using the equation m = f/a, it is important to note that if both net force and acceleration are zero, the situation becomes mathematically indeterminate (0/0). In such cases, mass cannot be determined without applying a force to observe a resultant effect. Typically, mass is measured in static conditions by comparing it to known masses or through mass take-off methods. Measuring the mass of a moving object is more complex due to the need to evaluate the various forces acting on it. Accurate mass determination requires careful consideration of these factors.
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Homework Statement


This is not a specific problem, I was just wondering how you would calculate the mass of an object. If given the net force and acceleration, how would you calculate it if the net force is 0N or the acceleration is 0m/s^2? Isn't the equation just m=f/a?

Homework Equations

The Attempt at a Solution

 
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Balsam said:

Homework Statement


This is not a specific problem, I was just wondering how you would calculate the mass of an object. If given the net force and acceleration, how would you calculate it if the net force is 0N or the acceleration is 0m/s^2? Isn't the equation just m=f/a?
The equation m = f/a works fine as a way to determine mass. However...

0/0 is mathematically indeterminate. You can't say anything about the mass if you don't actually do anything to it (apply a force to observe a result).
 
Balsam said:

Homework Statement


This is not a specific problem, I was just wondering how you would calculate the mass of an object. If given the net force and acceleration, how would you calculate it if the net force is 0N or the acceleration is 0m/s^2? Isn't the equation just m=f/a?

Homework Equations

The Attempt at a Solution

Most people measure mass in a static situation, by comparing it with either a known mass or by doing what is called a mass take-off, where the mass of a complex assembly is estimated by adding up the masses of individual components.

Measuring the mass of a moving body is tricky. Accelerometers can tell you if the body is accelerating and in what direction, but how can you evaluate accurately the different forces acting on the body?
 
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