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Old 06-13-2009, 09:06 PM   #1
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Arrow The Pup Tent Problem

Here's one that I didn't get right the first time, and still kinda can't visualize. (And I thought I was good at 3D stuff.)

The Pup Tent Problem | Futility Closet
Quote:

In 1980 the Educational Testing Service offered this question on an aptitude test:

In pyramids ABCD and EFGHI shown above, all faces except base FGHI are equilateral triangles of equal size. If face ABC were placed on face EFG so that the vertices of the triangles coincide, how many exposed faces would the resulting solid have?

(A) Five (B) Six (C) Seven (D) Eight (E) Nine

Which is correct?
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Old 06-13-2009, 09:43 PM   #2
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(C) Seven
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Old 06-13-2009, 10:48 PM   #3


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5, due to the tilting required to make the faces touch
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Old 06-13-2009, 10:56 PM   #4
 
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I believe it's 5. I think two faces of ABCD run flush with two faces of EFGHI in a way that sort of merges those faces, but the third face of ABCD doesn't run flush with the base of EFGHI.
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Old 06-13-2009, 11:34 PM   #5
 
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Five. Six if you count the bottom of FGHI.
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Old 06-14-2009, 03:39 AM   #6
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I don't quite understand the question so I'd say six or eight.
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Old 06-14-2009, 05:56 AM   #7
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7, assuming you count the bottom faces as exposed.


EDIT: And suddenly I remember why I don't like pyramids. >_<
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Old 06-23-2009, 07:47 AM   #8
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Arrow

Well, for those who didn't click through to the link, the answer is here: “The Pup Tent Problem”: Solution | Futility Closet

Personally, I enjoy problems where I get it wrong, and then I can figure out why I got it wrong.
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