Calculating Copper Volume for Hollow Spherical Shell

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Homework Help Overview

The problem involves calculating the mass of copper needed for a hollow spherical shell defined by specific inner and outer radii, with a given density of copper. The context is geometric and involves volume calculations related to spheres.

Discussion Character

  • Conceptual clarification, Problem interpretation

Approaches and Questions Raised

  • Participants discuss the relevance of height in the context of a hollow sphere and question the original poster's mention of height. There is an exploration of the volume formula for spheres and clarification on the symmetry of spherical shapes.

Discussion Status

The discussion is ongoing, with participants clarifying misunderstandings about the geometry involved. Some guidance on the volume of a sphere has been suggested, but no consensus or resolution has been reached regarding the initial confusion over height.

Contextual Notes

There appears to be a misunderstanding regarding the dimensions relevant to a hollow sphere, with one participant initially confusing the shape with a cylinder. This may affect how the problem is approached.

babysnatcher
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How many grams of copper are required to make a hollow spherical shell having an inner radius of 5.70 cm and an outer radius of 5.75 cm? The density of copper is 8.92 g/cm^3.

Ok, so, how do I find the height? Or solve the problem without the height?
 
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It's a hollow sphere, and you are given the inner and outer radii.

What height are you talking about?
 
babysnatcher said:
How many grams of copper are required to make a hollow spherical shell having an inner radius of 5.70 cm and an outer radius of 5.75 cm? The density of copper is 8.92 g/cm^3.

Ok, so, how do I find the height? Or solve the problem without the height?

Height?

It's a sphere. It's symmetric. If you are given a radius, that gives you the distance from centre to edge in ANY direction.

Do you know the equation for the volume of a sphere? (I edited this post)
 
Last edited:
Oh, my bad xD! When I saw shell, I immediately thought cylinder.
 

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