High School Measuring Objects using Dissimilar Units

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Speed can be measured as it combines distance and time units, such as feet per second, despite the initial perception of illogical division between these units. While adding quantities with different units lacks meaning, multiplication and division are valid operations, allowing for meaningful calculations of speed. The discussion raises the question of how speed can be measured in a quantum context, where precision in measuring one property affects another, such as momentum and position. The concept of "quantumly measured" suggests a deeper exploration of measurement limits in quantum mechanics. Ultimately, the conversation emphasizes the logical framework of measuring speed while acknowledging the complexities introduced by quantum principles.
Tom Bruce
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Quantumly speaking: Can speed be measured? If so, why? If not why?
This is a serious question. Speed involves a distance unit and a time unit. For example .. "ft/sec" .. and it is illogical to divide seconds into feet. Having made this point can speed be quantumly measured and how do you resolve this dilemma i.e calculating objects defined by using dissimilar units.
 
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Tom Bruce said:
t is illogical to divide seconds into feet

This is the part where I think you need more work. What is illogical about wondering how many feet an object travels in 1 second?
 
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mfig said:
This is the part where I think you need more work. What is illogical about wondering how many feet an object travels in 1 second?
... or the difference between a carton that holds 12 eggs and a carton that holds 18 eggs? Or the amount that my paycheck will increase if I put in another hour this week (zero, at the pay scale for Physics Forums staff, but that's neither here nor there), or ...

Adding and subtracting quantities expressed in different units is not meaningful, but multiplication and division are precisely defined operations with logical meanings.
 
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Tom Bruce said:
it is illogical to divide seconds into feet.
It works for sharing sweets amongst n kids and it works for sharing feet out amongst the n seconds that are available.
Division is an 'allowed' mixed unit or mixed quantity operation. Addition is not; 3 miles + 1 hour has no meaning and 3 miles+1km is not convenient.
 
Tom Bruce said:
Quantumly speaking: Can speed be measured? If so, why? If not why?
This is a serious question. Speed involves a distance unit and a time unit. For example .. "ft/sec" .. and it is illogical to divide seconds into feet. Having made this point can speed be quantumly measured and how do you resolve this dilemma i.e calculating objects defined by using dissimilar units.
What do you mean by "quantumly measured"?You can measure the momentum of a particle as accurately as you like, but the more accurately you measure the momentum the less accurately you can measure it's position.
 
I do not have a good working knowledge of physics yet. I tried to piece this together but after researching this, I couldn’t figure out the correct laws of physics to combine to develop a formula to answer this question. Ex. 1 - A moving object impacts a static object at a constant velocity. Ex. 2 - A moving object impacts a static object at the same velocity but is accelerating at the moment of impact. Assuming the mass of the objects is the same and the velocity at the moment of impact...

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