File:Open-top box.svg

Summary

Description
English: Problem from Elements of the Differential and Integral Calculus:

It is desired to make an open-top box of greatest possible volume from a square piece of tin whose side is a, by cutting equal squares out of the corners and then folding up the tin to form the sides. What should be the length of a side of the squares cut out?
Date
Source Own work
Author Eviatar Bach
 
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Category:CC-Zero#Open-top%20box.svg
Category:Self-published work Category:Optimization Category:Granville Elements of Calculus Category:Files by User:InverseHypercube
Category:CC-Zero Category:Files by User:InverseHypercube Category:Granville Elements of Calculus Category:Optimization Category:Self-published work Category:Unspec New SVG created with Inkscape Category:Unspec SVG created with Inkscape