A womans brain
02-21-2008, 12:41 PM
#21
Nontypical Buck
Join Date: May 2006
Location: Southwest Ohio
Posts: 2,849
RE: A womans brain
The most useful thing I ever realized in the stand is that the square of anyinteger is equal to the square of the previous integer plus the sum of the previous integer and the integer of interest. In mathese:
x^2 = (x-1)^2 +x + (x-1) Pretty obvious when you look at it, but you never need another calculator to figure the square of an integer so long as you can remember that 2X2=4.
I also wondered if I make allegations, does that make me an alligator?
x^2 = (x-1)^2 +x + (x-1) Pretty obvious when you look at it, but you never need another calculator to figure the square of an integer so long as you can remember that 2X2=4.
I also wondered if I make allegations, does that make me an alligator?
02-21-2008, 12:43 PM
#22
Join Date: Oct 2007
Location: Stillwater OK
Posts: 2,944
RE: A womans brain
ORIGINAL: huntingson
The most useful thing I ever realized in the stand is that the square of anyinteger is equal to the square of the previous integer plus the sum of the previous integer and the integer of interest. In mathese:
x^2 = (x-1)^2 +x + (x-1) Pretty obvious when you look at it, but you never need another calculator to figure the square of an integer so long as you can remember that 2X2=4.
I also wondered if I make allegations, does that make me an alligator?
The most useful thing I ever realized in the stand is that the square of anyinteger is equal to the square of the previous integer plus the sum of the previous integer and the integer of interest. In mathese:
x^2 = (x-1)^2 +x + (x-1) Pretty obvious when you look at it, but you never need another calculator to figure the square of an integer so long as you can remember that 2X2=4.
I also wondered if I make allegations, does that make me an alligator?
02-21-2008, 12:49 PM
#23
Nontypical Buck
Join Date: Feb 2007
Location: West Tennessee
Posts: 2,333
RE: A womans brain
ORIGINAL: huntingson
The most useful thing I ever realized in the stand is that the square of anyinteger is equal to the square of the previous integer plus the sum of the previous integer and the integer of interest. In mathese:
x^2 = (x-1)^2 +x + (x-1) Pretty obvious when you look at it, but you never need another calculator to figure the square of an integer so long as you can remember that 2X2=4.
The most useful thing I ever realized in the stand is that the square of anyinteger is equal to the square of the previous integer plus the sum of the previous integer and the integer of interest. In mathese:
x^2 = (x-1)^2 +x + (x-1) Pretty obvious when you look at it, but you never need another calculator to figure the square of an integer so long as you can remember that 2X2=4.
02-21-2008, 12:52 PM
#24
Boone & Crockett
Join Date: Sep 2005
Location: Michigan/Ohio
Posts: 11,682
RE: A womans brain
ORIGINAL: huntingson
The most useful thing I ever realized in the stand is that the square of anyinteger is equal to the square of the previous integer plus the sum of the previous integer and the integer of interest. In mathese:
x^2 = (x-1)^2 +x + (x-1) Pretty obvious when you look at it, but you never need another calculator to figure the square of an integer so long as you can remember that 2X2=4.
I also wondered if I make allegations, does that make me an alligator?
The most useful thing I ever realized in the stand is that the square of anyinteger is equal to the square of the previous integer plus the sum of the previous integer and the integer of interest. In mathese:
x^2 = (x-1)^2 +x + (x-1) Pretty obvious when you look at it, but you never need another calculator to figure the square of an integer so long as you can remember that 2X2=4.
I also wondered if I make allegations, does that make me an alligator?
02-21-2008, 01:03 PM
#26
Nontypical Buck
Join Date: May 2006
Location: Southwest Ohio
Posts: 2,849
RE: A womans brain
Come on fellas didn't you see my 2nd thought? Can't I stay in the club for that one?
I knew I should have kept my nerdom hidden.
Gary, anywhere but in the face. That's my money maker
I knew I should have kept my nerdom hidden.
Gary, anywhere but in the face. That's my money maker
02-21-2008, 01:10 PM
#27
Join Date: Dec 2007
Location: Polk County FL.
Posts: 769
RE: A womans brain
ORIGINAL: huntingson
The most useful thing I ever realized in the stand is that the square of anyinteger is equal to the square of the previous integer plus the sum of the previous integer and the integer of interest. In mathese:
x^2 = (x-1)^2 +x + (x-1) Pretty obvious when you look at it, but you never need another calculator to figure the square of an integer so long as you can remember that 2X2=4.
I also wondered if I make allegations, does that make me an alligator?
The most useful thing I ever realized in the stand is that the square of anyinteger is equal to the square of the previous integer plus the sum of the previous integer and the integer of interest. In mathese:
x^2 = (x-1)^2 +x + (x-1) Pretty obvious when you look at it, but you never need another calculator to figure the square of an integer so long as you can remember that 2X2=4.
I also wondered if I make allegations, does that make me an alligator?
02-21-2008, 01:13 PM
#28
Nontypical Buck
Join Date: Feb 2007
Location: West Tennessee
Posts: 2,333
RE: A womans brain
ORIGINAL: huntingson
I also wondered if I make allegations, does that make me an alligator?
I also wondered if I make allegations, does that make me an alligator?
That's one to think about. One that's always puzzled me, and maybe one of the ladies on here can answer it: Why the heck is "bra" singularwhile "panties" is plural? Shouldn't it be the other way around?
02-21-2008, 01:14 PM
#30
Nontypical Buck
Join Date: May 2006
Location: Southwest Ohio
Posts: 2,849
RE: A womans brain
ORIGINAL: FLboy77
I go hunting to get away from school... not to figure it out!! [:'(]
ORIGINAL: huntingson
The most useful thing I ever realized in the stand is that the square of anyinteger is equal to the square of the previous integer plus the sum of the previous integer and the integer of interest. In mathese:
x^2 = (x-1)^2 +x + (x-1) Pretty obvious when you look at it, but you never need another calculator to figure the square of an integer so long as you can remember that 2X2=4.
I also wondered if I make allegations, does that make me an alligator?
The most useful thing I ever realized in the stand is that the square of anyinteger is equal to the square of the previous integer plus the sum of the previous integer and the integer of interest. In mathese:
x^2 = (x-1)^2 +x + (x-1) Pretty obvious when you look at it, but you never need another calculator to figure the square of an integer so long as you can remember that 2X2=4.
I also wondered if I make allegations, does that make me an alligator?
Now I can just try to figure things out for fun.