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0 0 0 0
0 0 0 0
0 0 0 0
0 0 0 0
consider the pegs above, with a distanc...
Posted by on Mon, 15 Dec 2003 21:28:00 GMT |
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consider the pegs above, with a distance of ...
Posted by on Mon, 15 Dec 2003 21:26:00 GMT |
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consider the pegs above, with a distan...
Posted by on Mon, 15 Dec 2003 21:26:00 GMT |
another one. |
1.) solve for the value of the golden ratio, i.e., the noumber which when squared is just equal to the number plus one; or also, when the reciprocal of the number is solved, you get the number less t...
Posted by on Mon, 15 Dec 2003 21:22:00 GMT |
Mathematics Bogglers. |
Peppan is twice twice as old as me when I was two years more than as old as he was nine years ago. How old I am?
two real numbers have the same product and sum. If that sum and product is give by ...
Posted by on Mon, 15 Dec 2003 21:17:00 GMT |
some mathematical patterns, problems still |
1. This is a mindboggler.
the problem is, could you produce MIS?
here are the rules:
i) you are to start with the character string MI.
ii) you can produce Mxx, starting with Mx, that is by d...
Posted by on Mon, 15 Dec 2003 21:16:00 GMT |
Some beautiful mathematical patterns |
1! + 4! + 5! = 145
(8+1)^2=81
(1+9+6+8+3)^3=19683
1+2=3
4+5+6=7+8
9+10+11+12=13+14+15
16+17+18+19+20=21+22+23+24
25+26+27+28+29+30=31+32+33+34+35
.........
.....
...
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could you solve fo...
Posted by on Mon, 15 Dec 2003 21:08:00 GMT |
interesting mathematical patterns |
1^2=1
11^2=121
111^2=12321
1111^2=1234321
11111^2=123454321
111111^2=12345654321
1111111^2=1234567654321
11111111^2=123456787654321
111111111^2=12345678987654321
what is the value of 111111...
Posted by on Mon, 15 Dec 2003 21:03:00 GMT |
My Journal. |
today, is the day we call the tomorrow of yesterday, by which the other day was called the day after tomorrow, and tomorrow, this would be the yesterday , by which everyday could be based as baseday i...
Posted by on Mon, 15 Dec 2003 20:47:00 GMT |
