- #1
MeesaWorldWide
- 9
- 1
- Homework Statement
- 12.00 meters + 15.001 kg
- Relevant Equations
- n/a
Distance and weight are two separate things so....the question cannot be answered?
MeesaWorldWide said:Homework Statement: 12.00 meters + 15.001 kg
Relevant Equations: n/a
Distance and weight are two separate things so....the question cannot be answered?
Getting a clue from you titleMeesaWorldWide said:Homework Statement: 12.00 meters + 15.001 kg
Relevant Equations: n/a
Distance and weight are two separate things so....the question cannot be answered?
Oh sure, turn this into bashing the US Imperial unit system.kuruman said:Getting a clue from you title
12.00 meters + 15.001 kg = 5.965×10-2 Furlongs + 1.4764×10-2 Long tons (UK)
Now what?
The question is nonsensical. You are not allowed to add quantities with different physical dimension (in this case length and mass, respectively).MeesaWorldWide said:Homework Statement: 12.00 meters + 15.001 kg
Relevant Equations: n/a
Distance and weight are two separate things so....the question cannot be answered?
You think I made this up? This is an actual question on a handout that my prof posted on our course page. All you had to do was say that quantities with different dimensions cannot be combined, and leave it at that :)berkeman said:Please don't make up nonsense problems like this. If you'd like to learn more about valid equations and units and unit conversions, just say so. We are happy to help.
(chasing down those 6 unicorns now -- they leave such a mess!)
I think this answer unfortunately just adds confusion into the mix. In actual physics we have conventions regarding physical dimensions and those simply do not allow adding quantities of different physical dimension and within those rules it is nonsensical. That you might be able to define your an operation such as that is outside of this scope and ultimately only adds confusion into the mix.haruspex said:I would not be so dogmatic about dismissing it as nonsense. Arithmetic operations are context dependent.
The concept of addition originates with arbitrary collections. "You owe me a horse and cart." Later it acquired its numeric sense, first for natural numbers, then extended to negatives, rationals and reals.
What about complex numbers? Does it really make sense to add 1 and i? When we add two complex numbers, we add the real and imaginary parts separately. The real and imaginary parts do not get added to each other in any stronger sense than the horse and cart do.
Note that all of these meanings share commutativity and associativity, making the extensions natural. So a possible answer to the question is that it equals 15.001 kg + 12.00 meters, and another is @kuruman's (but only as approximations).
Sorry, I meant to finish with…Orodruin said:I think this answer unfortunately just adds confusion into the mix. In actual physics we have conventions regarding physical dimensions and those simply do not allow adding quantities of different physical dimension and within those rules it is nonsensical. That you might be able to define your an operation such as that is outside of this scope and ultimately only adds confusion into the mix.
Personally, I don't think you made this up, however I also think that you didn't tell us the whole story. You say that it is "an actual question" when it isn't even a question! The thread title "Unit Conversions" hints at something, but what?MeesaWorldWide said:tf??? You think I made this up? This is an actual question on a handout that my prof posted on our course page. All you had to do was say that quantities with different dimensions cannot be combined, and leave it at that :)
It could be related to handicap racing. One horse has to run 12m further and carry 15kg more. It's only in a strict scientific sense that you cannot add dissimilar things.MeesaWorldWide said:Homework Statement: 12.00 meters + 15.001 kg
Relevant Equations: n/a
Distance and weight are two separate things so....the question cannot be answered?
Hi @MeesaWorldWide (If you are still reading this).MeesaWorldWide said:Homework Statement: 12.00 meters + 15.001 kg
Relevant Equations: n/a
Distance and weight are two separate things so....the question cannot be answered?
Without the instructionLnewqban said:Welcome!
This question seems to be similar to #3-5 of this test I just found via Google:
https://mrsstowell.weebly.com/uploads/5/1/4/6/51460659/solutions_to_ch_review.pdf
Therefore, post #6 above shows the correct response.
Note however the existence of units like kgf and lbf.Steve4Physics said:In common language useage, 'weight' is given in kg (in countries using the metric system). But this should be avoided in physics!
I know. But I would avoid such units at all costs. Not least because unicorns live in a place (I may not say where) with ##g \ne 9.80665 m/s^2##.Orodruin said:Note however the existence of units like kgf and lbf
I don't think so. See post #13Mister T said:The question looks like an author's mistake to me. It was probably intended to test for understanding of significant figures.
15.001 + 12.00 = 27.00.
It could be that only after the question was presented to students the author discovered the error and had to provide that answer.phinds said:I don't think so. See post #13
Sure. I said they exist, not that I find them palatable.Steve4Physics said:I know. But I would avoid such units at all costs. Not least because unicorns live in a place (I may not say where) with ##g \ne 9.80665 m/s^2##.
There is no place where ##g## has that value for any significant amount of time. It was made up so that people could measure force in units of mass. The kilogram-force was dropped by BIPM long ago and should never be used.Steve4Physics said:I know. But I would avoid such units at all costs. Not least because unicorns live in a place (I may not say where) with ##g \ne 9.80665 m/s^2##.
I think kg was probably a typo for km.phinds said:I don't think so. See post #13
Or, as Doris Day sang...haruspex said:"You owe me a horse and cart."
No, you cannot directly convert meters to kilograms because they measure different types of quantities. Meters measure length or distance, while kilograms measure mass.
There is no direct relationship between meters and kilograms because they are units for different physical properties. Meters are units of length, and kilograms are units of mass.
To relate length to mass, you would need additional information such as the density of the material. For example, if you know the density of a material, you can calculate the mass of a given volume, which can be derived from the length in some contexts.
No, there is no formula to convert meters to kilograms because they measure fundamentally different properties. Any conversion would require additional context-specific information, such as the material's density and volume.
People may ask about converting meters to kilograms due to confusion about the different units of measurement or a misunderstanding of how physical properties like length and mass are related. It's essential to clarify that these units measure different aspects and cannot be directly converted.