|
Author
|
Topic: Here's a fun problem
|
AcidWarp
Sarge
Member # 997
Member Rated:
|
posted 03-24-2006 06:20 PM
    
For a set E in 3-space, let L(E) consist of all points on all lines determined by any two points of E. Thus if V consists of the four vertices of a regular tetrahedron, then L(V) consists of the six edges of the tetrahedron, extended infinitely in both directions. TRUE or FALSE: Every point of 3-space is in L(L(V))?-------------------- “I have noticed even people who claim everything is predestined, and that we can do nothing to change it, look before they cross the road.” “Intelligence is the ability to adapt to change.” --Dr. Stephen Hawking.
Posts: 4363 | From: Waterloo, Ontario | Registered: Nov 1999 | IP: Logged
|
|
AcidWarp
Sarge
Member # 997
Member Rated:
|
posted 03-25-2006 12:39 PM
Oh come on. . . no one?-------------------- “I have noticed even people who claim everything is predestined, and that we can do nothing to change it, look before they cross the road.” “Intelligence is the ability to adapt to change.” --Dr. Stephen Hawking.
Posts: 4363 | From: Waterloo, Ontario | Registered: Nov 1999 | IP: Logged
|
|
|
|
|
|
|
UBBFriend: Email this page to someone!
posted 03-26-2006 09:16 AM
