square

Forum Post Magic Square
[original post included as Spoiler Space] If every element of the standard square is multiplied by the same number it remains 'magic', similarly if every element has the same number adde...
Forum Post A Square Deal
There are no holes in the solution. The square's sides do have a length of square root of 30. I didn't invent this puzzle, but since I did find it remarkable, I decided to post it. Carl ...
Forum Post magic square with even number of columns --
Hi all, As everybody knows, there is a standard algorithm to solve the magic square problem for a grid of size n*n, where n is an odd number. What about solutions for even n? What is the best ...
Forum Post Looking for square-1 cube
Hi, I'm looking for a website in which I can find a 'Square-1 Cube' ( or 'Cube 21' ) and order online. Does anyone know where can I found them? By the way, since I wis...
Forum Post you can turn a TRIANGLE into a square by _ _ _ _ _ _ _ _ the...
you can turn a TRIANGLE into a square by _ _ _ _ _ _ _ _ the number of sides"
Forum Post Square 1
Can anyone point me in the right direction for tips on how to solve a Square 1. I can get it into a cube shape, but not much further. And its annoying me now! Reply by email, 'caus the uni ne...
Forum Post recursive square roots #4
(Notation: sqr(x) is square root of x.) Find the exact value of sqr(2^101 + sqr(2^103 + sqr(2^105 + ... Have fun! Bob Stump
Forum Post Latin squares puzzle
A Latin square is an n x n array containing the numbers 1 to n exactly once in each row and exactly once in each column. For example, L is a Latin square: 123 231 312 L A critical set ...
Forum Post Anomaly
The real trouble started when you have taken square roots ex : 2^2 = (-2)^2 now if you take square root on both sides..... 2 = -2 Regards,
Forum Post Another matchstick puzzle
Move 1 matchstick to make a square. You can't 'move one matchstich out of the box', bend or break any of the matches there or use the box to complete the square. There are at le...
Forum Post A Knight Tour in Black and White
...y guess is that you start with a chessboard colored in the usual way. Then whenever the knight moves to a square, the color of that square flips to the opposite color. Is this correct? Also note t...
Forum Post Paper Silhouettes
... pieces will lie within the triangle (or 'fold' them into the triangle if you wish). To get the square use the triangle as one side (point into the square) and the three other pieces as the ...
Forum Post 4 bugs problem
4 tiny bugs are sitting on the vertices of a perfect square. dimensions of the square are 1 foot by 1 foot. The bugs start moving clockwise and each bug will move directly towards it's clockwise ...
Forum Post A Game Inspired By Grids
...somehow.) Each player draws a line, without showing the line-in-progress to the opposing player, from any square to any other square...
Forum Post math game for ten-year-old
...a new number from the current one, you must apply one of the following rules: 1) Double it 2) Halve it 3) Square it 4) Take the square root 5) Add the two digits 6) Subtract the two digits 7) Multiply...
Forum Post Cutting up a sphere to make a cube.
... cutting a sphere into pieces that form a cube ... Yes, I think so. I'm not certain if the square pieces can be given non-zero thickness. This would require the initial cuts to be slightly...
Forum Post My puzzles are all too easy
...eems like the only possible answer is zero. For example, if the daughter's age were 2 years, the square of her age would be four square-years and twice her age would be four years. Any other ...
Forum Post Pickover Problems 1 through 11
Cliff Pickover weote results three different square numbers? How > did you solve this? ***** SPOILERS No solution is possible with rational numbers. What we would need is an arithmetic sequ...
Forum Post mathematical origami -- follow-up from 1999 sci.math thread
...nside a sphere of arbitrarily small diameter? (self-intersections are not allowed. For example, folding a square into two twice with the end result a square whose sides are half the size of the origin...
Forum Post Dingbat
Has anyone ever seen a dingbat that is just a plain square - no words or pictures. Any ideas what it means?
Forum Post Newbie Question
...t. For cross sums, realize that each combination of numbers can occur in only a few ways: 23 in three squares must be 9 8 6, in some order; 36 in seven squares must have all nine digits except for...
Forum Post Age of kids
: youngest child was two last year, you square the difference, or do you cube : it, as 'uncle monty' seems to assume. In other words, are we to find x^n : or x^(n+1). : If uncle monty�...
Forum Post Distance on a Chess Board
Surely the N-dimensional single-square board satisfy the conditions. Don't complicate things with those other 8 squares!
Forum Post Vigenere cipher - cat song / word search
... sneaky like restart the keyword on each line? Has anyone got any pointers on source code for the Chi-square algorithm? Cam...
Forum Post Complete the Word Squares
Now that I have a seemingly unlimited supply of them, here's a larger word square to complete: S _ _ _ _ _ _ U _ _ _ _ _ _ E _ _ _ _ _ _ D _ _ _ _ _ _ E _ _ _ _ _ _ S All words checked ou...
Forum Post World Quiz League
...overlooked: - A plane. (no points move, therefore they are all a fixed distance from the fixed point) - A square. (Manhatten metric) - A point. (when distance=0)...
Forum Post Expressions(1959) for Successive Integers
...ith no more than 2 sqrt's in it. perhabs there exists a formula, but it would have more then two square...
Forum Post Find That Number
SPOILER below: SPOILER: 101, 111, 121, 202, 212 and 307 are numbers whose squares are five-digit palindromes. The missing one is 264: 264^2 = 69696. (BTW, there's one more three-digit num...
Forum Post best buy for use on the aeroplane
...ool maze. When you finish your trip, give a copy of the maze to a puzzle enthusiast. 4. Create a word square where each column and row in a square grid contains a word. For example: OCCURS CLO...
Forum Post All A-Board
...ut the remaining portion of the board into four (or fewer) pieces, and arrange the pieces into a 60 by 60 square? Carl G....
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