All Forums > HOW MANY SQUARES?
7/28/2012 3:51 PM
7/28/2012 4:42 PM (edited)
I count 40

EDIT: 39? I think I may have counted wrong.
7/30/2012 8:37 AM
NO
7/30/2012 8:51 AM
33
7/30/2012 9:05 AM
I also count 40.

Was cresten's "NO" to caesari's 39 answer?
7/30/2012 9:17 AM
NO
7/30/2012 9:17 AM
Bah, hell, I'm sure my answer is wrong also.  4x4 is 16 but there are really only 8 squares there because the center "squares" are broken up by the inner squares.

TRICK QUESTION!!!!
7/30/2012 9:21 AM
NO

YE AMRIKANS ARE STOOPID

AN ASIAN OR INDIAN WOULDA GOT IT BY NOW!
7/30/2012 9:26 AM

If it's just "solid" squares (not broken up by lines), then it would be 16 (the 4 "regular" squares down the left side, the four "regular" squares down the right side, and the 8 "small" squares in the middle.

If you do include lines, then here is how I got to 40:

1 - 4x4 square
4 - 3x3 squares
9 - 2x2 squares
18 1x1 squares (16 + the 2 reguar size ones in the middle)
8 - "little" squares

So I'm not sure if I'm missing any.

7/30/2012 11:56 AM
I count 24.
7/30/2012 12:34 PM
ten
7/30/2012 12:35 PM
I see Paul Lynde in the centre one.
7/30/2012 12:40 PM
Posted by grayfoxx on 7/30/2012 12:34:00 PM (view original):
ten
Well, there are 16 "unbroken" squares so I know that's not right.
7/30/2012 1:19 PM (edited)
Posted by MikeT23 on 7/30/2012 12:40:00 PM (view original):
Posted by grayfoxx on 7/30/2012 12:34:00 PM (view original):
ten
Well, there are 16 "unbroken" squares so I know that's not right.
You arent counting the rectangles as squares, are you??
7/30/2012 2:39 PM

Nope.  Just the unbroken squares.

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