Solid of Revolution: Region below y=x^3+x+1 around x=2
Solid of Revolution: Region below y=x^3+x+1 around x=2 is a downloadable 3D printable model with hosted files, creator attribution, and Creative Commons CC0 1.0 details.
Original creator description
Let f(x)=x^3+x+1 and g(x)=1. Rotate the region on [0,1] between these two curves around the line x=2. This is the volume created. Created in Maple. Note that the model I created is not a perfect representation: the top edge is not as straight as it should be. This hosted file keeps creator credit and Creative Commons CC0 1.0 details.
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11 downloads from 3D-Printed.org.
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- Difficulty
beginner
- Materials
PLA suggested; confirm scale and supports in your slicer before printing.
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- D5.stl
STL · 452.4 KB
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- D5.stl
SHA-256:
769c5fdb4d8f52fd63b0c51db72aa4b29ee80fb9feffd3a44e775a122aa76435
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Solid of Revolution: Region below y=x^3+x+1 around x=2 by MathObjects (the original source). License: Creative Commons CC0 1.0. Source: the original source