Find New Density of Heated Cube

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Homework Help Overview

The discussion revolves around determining the new density of a heated cube, given its original density and volume, as well as the new volume after heating. The subject area includes concepts of density, volume change due to thermal expansion, and mass conservation.

Discussion Character

  • Exploratory, Assumption checking, Conceptual clarification

Approaches and Questions Raised

  • Participants discuss the relationship between volume change and density, questioning which quantities remain constant during heating. There are attempts to apply the concept of linear expansion to find the new volume and considerations about how mass is affected by temperature changes.

Discussion Status

The discussion is active, with participants exploring different interpretations of the problem. Some have provided insights into the principles of thermal expansion and mass conservation, while others are seeking clarification on relevant equations and the implications of volume change on density.

Contextual Notes

There is a focus on understanding the assumptions related to mass remaining constant despite changes in volume, as well as the need for relevant equations to solve the problem. The original problem statement includes specific values for density and volume, which are critical to the discussion.

robertsa
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Homework Statement



if the original density of a cube is 869 kg/m3 and volume 125cm3.. the cube is is heated to a new volume of 125.00255cm3 what's the new density
 
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When you heat the cube, which quantity remains constant?
 
Can you tell us what equations you think are relevant and how you've attempted the problem?
 
Well i found the new volume first using Change V/V= linear expansion coeffecient(change tmp)... orginal v =125cm3...Delta V/125=17x10^-6 x 50... Change V=.31875 so the new volume is 125.31875cm^3... but I don't know how to find the new density..d=m/v... would mass not change even though the voume did
 
Mass doesn't change because the number of atoms in the material doesn't change. So yes, find the mass.
 

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