How much ice must melt at 0 deg. C to gain 5 g of mass?

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Homework Help Overview

The problem involves determining the amount of ice that must melt at 0 degrees Celsius to achieve a mass gain of 5 grams. It touches on concepts from thermodynamics, specifically the latent heat of fusion.

Discussion Character

  • Exploratory, Conceptual clarification, Assumption checking

Approaches and Questions Raised

  • Participants discuss the relationship between latent heat and mass, with one attempting to manipulate the equation Q = Lm. Others question the completeness of the problem and explore the implications of density changes during melting.

Discussion Status

Some participants have offered alternative perspectives, including the application of Einstein's mass-energy equivalency, while others express confusion and seek clarification on the problem's parameters. There is no explicit consensus on the approach to take.

Contextual Notes

One participant notes the potential confusion regarding the relationship between heating, cooling, and mass, suggesting that the question may be incomplete or misinterpreted.

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Homework Statement


How much ice must melt at 0 deg. C to gain 5 g of mass?

Latent Heat of Fusion =
limg145.gif


Homework Equations


I cannot seem to find many equations that relate thermodynamics and mass, maybe that is my biggest problem... The only one i could find was
Q=Lm


The Attempt at a Solution


I know the latent heat of fusion, but i do not know Q. I tried dividing both sides by L, giving me Q/L=m, but i wasn't sure where to go from there.
 

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This question is incomplete or bizarre. Heating or cooling will certainly affect density but not mass. In other words, you know that ice floats. On melting, it becomes more dense as it now occupies less volume ( a very useful property of H2O BTW). Now in the bizarro realm you could I suppose use Einstein's mass-energy equivalency E=Mc^2 by computing the energy required to double the apparent mass. But that is way, way out there. Check the ? and repost.
 
wow i have the same exact problem for my physics class and i can not figure it out either.
 
Someone suggested something to me and i tried it and it worked. E=mc^2
E=.005 kg* (3.0x10^8)^2. Thats the energy (in Joules) needed so take that convert it to cal and divide by the Latent Heat Fusion. Thatwill give you the # of grams. Hope this helps.
 

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