andonrangelov Messages 24 Reaction score 1 Thread starter Feb 17, 2013 #1 Can someone give a proof of the statement: “For fix volume a 3-D objects that has minimal surface area is the sphere” ?
Can someone give a proof of the statement: “For fix volume a 3-D objects that has minimal surface area is the sphere” ?
mathman Science Advisor Homework Helper Messages 8,130 Reaction score 575 Feb 17, 2013 #2 http://www.peejeshare.com/mathemati...volume-sphere-has-minimum-surface-area-123391 The above may help.
http://www.peejeshare.com/mathemati...volume-sphere-has-minimum-surface-area-123391 The above may help.
rbj Messages 2,222 Reaction score 11 Feb 17, 2013 #3 mathman said: http://www.peejeshare.com/mathemati...volume-sphere-has-minimum-surface-area-123391 The above may help. didn't seem too helpful. maybe it needs some LaTeX formatting i could tell some of the ? marks were supposed to be [itex]\pi[/itex], but there were some connections i could not make in the derivation.
mathman said: http://www.peejeshare.com/mathemati...volume-sphere-has-minimum-surface-area-123391 The above may help. didn't seem too helpful. maybe it needs some LaTeX formatting i could tell some of the ? marks were supposed to be [itex]\pi[/itex], but there were some connections i could not make in the derivation.
micromass Staff Emeritus Science Advisor Homework Helper Insights Author Messages 22,170 Reaction score 3,335 Feb 17, 2013 #4 Start here: http://en.wikipedia.org/wiki/Isoperimetric_inequality