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Subject:
Cone optimization problem
Category: Reference, Education and News > Homework Help Asked by: cron1000-ga List Price: $3.00 |
Posted:
30 Apr 2006 13:30 PDT
Expires: 01 May 2006 06:25 PDT Question ID: 724190 |
a conical drinking cup is made from a circular piece of paper of radius 3 inches by cutting out a sector and joining the edges of the removed sector. find max volume |
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There is no answer at this time. |
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Subject:
Re: Cone optimization problem
From: kottekoe-ga on 30 Apr 2006 14:36 PDT |
Interesting homework problem. Here is one way to proceed. Figure out how the height of the cone depends on the radius of the base. Computer the volume. Figure out which radius gives the maximum volume. Obviously both 0 and 3 inches have zero volume, but values in between do not. |
Subject:
Re: Cone optimization problem
From: cron1000-ga on 30 Apr 2006 16:10 PDT |
when they give the radius of 3 inches. that isnt the radius of the cone right? its the radius of the circular paper. right ? so wouldnt that be the height |
Subject:
Re: Cone optimization problem
From: cron1000-ga on 30 Apr 2006 16:30 PDT |
nevermind. i cut myself a diagram out of paper :) |
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