Here's another one:
HEART + EARS + NOSE + THROAT = HEALTH
+ Reply to Thread
Results 596 to 602 of 996
Thread: Logic Q
-
11th September 2005 10:16 #596
Guest
- Join Date
- Aug 2005
- Location
- Forumistan
- Posts
- 8,117
Well done Evanescence
-
11th September 2005 14:49 #597
Guest
- Join Date
- Aug 2005
- Location
- Forumistan
- Posts
- 8,117
Three couples
Three friends of mine (Albert, Bert and Charles) married three girls (Daphne, Elaine and Francine) but I didn't know who married whom. I asked a mutual acquaintance about the marriages, and he said:
"Well, work it out. If Albert married Elaine, then Bert married Francine, and vice versa."
I said, "That's not enough; can you give me other hint?"
"Right. Either Bert married Daphne and Charles married Elaine, or neither of these couples happened."
"Still not enough, give me something else."
"Let's see... Charles married Francine if and only if Albert married Daphne."
"You are still not helping. Couldn't you tell me at least one specific couple, any one, so I can work out the other two myself?"
He smiled. "That wouldn't help you."
I thought a little, and I knew the three pairs. Who married whom?
-
11th September 2005 16:00 #598
a.k.a. 'El_Djazaïr '
- Join Date
- Aug 2005
- Posts
- 2,258
Physi c'est vrai?J'ai bien repondu?
[QUOTE]Originally posted by phylay
Phylay look your friends
Albert married Francine
Bert married Elaine
Charles married daphne
-
11th September 2005 16:05 #599
a.k.a. 'El_Djazaïr '
- Join Date
- Aug 2005
- Posts
- 2,258
Re: Physi c'est vrai?J'ai bien repondu?
physy, desolee pour le retard, mais j'ai pas vu la demande, maintenat, vas visiter tes amis sans bleme ,tu sais ki a marrie ki lol
-
11th September 2005 17:06 #600
Registered User
- Join Date
- Feb 2005
- Posts
- 7,640
Re: Well done Evanescence
That's a hard one. May be evanescnce is thinking about it.Originally posted by phylay
Here's another one:
HEART + EARS + NOSE + THROAT = HEALTH

-
11th September 2005 17:07 #601
Registered User
- Join Date
- Feb 2005
- Posts
- 7,640
Squares
Count how many perfect squares of all possible sizes are hidden in the cross of dots below. (A square is counting if any four dots are placed exactly in its respective corners).


-
11th September 2005 17:22 #602
Guest
- Join Date
- Aug 2005
- Location
- Forumistan
- Posts
- 8,117
Squares
I see 17 (9+4+4+2). Is it all we have or should I look again?




LinkBack URL
About LinkBacks
Reply With Quote