Sharing a pie

Sharing a pie

Posers and Puzzles

Cookies help us deliver our Services. By using our Services or clicking I agree, you agree to our use of cookies. Learn More.

Joined
29 Dec 08
Moves
6788
28 Mar 16

We all know how to have two children share a pie such that neither can complain. One cuts it in half, and the other chooses the half s/he wants.

Can this be done when there are three children?

R
Standard memberRemoved

Joined
10 Dec 06
Moves
8528
28 Mar 16
1 edit

Originally posted by JS357
We all know how to have two children share a pie such that neither can complain. One cuts it in half, and the other chooses the half s/he wants.

Can this be done when there are three children?
Sure...cut the pie into thirds.

Infidel

Joined
24 Apr 10
Moves
15242
29 Mar 16

I think this video touches on that subject. It's been a while since I watched it.

Quiz Master

RHP Arms

Joined
09 Jun 07
Moves
48793
01 Apr 16

Originally posted by JS357
We all know how to have two children share a pie such that neither can complain. One cuts it in half, and the other chooses the half s/he wants.

Can this be done when there are three children?
Cut the pie into FOUR
Tell the three children if any complain they don't get a share of the last quarter.

Repeat for the last quarter, cutting it into four pieces, etc. etc.

Not only is this fair but the pie will last forever.

Insanity at Masada

tinyurl.com/mw7txe34

Joined
23 Aug 04
Moves
26660
03 Apr 16

Originally posted by JS357
We all know how to have two children share a pie such that neither can complain. One cuts it in half, and the other chooses the half s/he wants.

Can this be done when there are three children?
Cut it into 3.14 pieces

Quiz Master

RHP Arms

Joined
09 Jun 07
Moves
48793
05 Apr 16
1 edit

Originally posted by AThousandYoung
Cut it into 3.14 pieces
Get 7 pies and share between 22. 😉

Joined
29 Dec 08
Moves
6788
05 Apr 16

Originally posted by wolfgang59
Get 7 pies and share between 22. 😉
You gonna cut up the kids? More like 22 pies shared among 7 kids. 🙂

The idea is, each kid cuts one radius, in turn. Then to minimize complaints of fairness, which one should be the first, second, and third to take a piece? I think it's in the same order as they cut, to prevent an unfair alliance.