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  1. #1
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    Math Challenged

    The game is a math game, we start out with a simple math question then whoever answers it has to come up with a slightly harder question. Ok what is 12x12?

  2. #2
    144

    ok
    (17x4)+37

  3. #3
    Okay, 105.

    Now, what is the square root of 0.1?

  4. #4
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    0.316....

    What is the last digit of the number 2007^2007?

  5. #5
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    3?

  6. #6
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    Quote Originally Posted by JMV View Post
    3?
    Correctomunto!

    You now have the honor of asking the next question, my friend.

  7. #7
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    Thank you.

    What's √123456789ABCDEFEDCBA987654321 in base-16 (hexadecimal)?

  8. #8
    200-209

    what is the smallest number which can be written as the sum of two (positive) cubes in two different ways?
    except 2

  9. #9
    I'll post the answer in 12 hours, for now I'll need to ask for the number to get a taxicab.
    Last edited by The_Radiation_Specialist; 2007-Sep-18 at 02:04 PM. Reason: hints

  10. #10
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    Quote Originally Posted by The_Radiation_Specialist View Post
    I'll post the answer in 12 hours, for now I'll need to ask for the number to get a taxicab.
    I've been meaning to ask: how was that a hint for 1729?

    Anyway: What's the smallest number that, when squared, produces a four digit number comprised of two 2-digit primes.

    e.g. 37^2 = 1369 -- thirteen is prime, but 69 isn't, so 37 isn't the answer.

  11. #11
    http://en.wikipedia.org/wiki/1729_%28number%29
    1729 = 1^3 + 12^3 = 9^3 + 10^3

    Post a question anyone...

  12. #12
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    A rectangular floor is covered by square tiles. The tiles along the edge of the floor are red. The rest are white. There is an equal number of red and white tiles.

    How many tiles are there?

  13. #13
    8x6

  14. #14
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    Quote Originally Posted by The_Radiation_Specialist View Post
    8x6
    Very good. But is this the only possible answer? (Hint: No)

  15. #15
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    Quote Originally Posted by DanishDynamite View Post
    Very good. But is this the only possible answer? (Hint: No)
    8x6
    12x5

    l assume you do not consider 6x8 and 5x12 to be distinct from the above.

    Do you also allow 0x0?

  16. #16
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    Quote Originally Posted by Homo Bibiens View Post
    8x6
    12x5

    l assume you do not consider 6x8 and 5x12 to be distinct from the above.

    Do you also allow 0x0?
    In general, where a=4(b-2)/(b-4) is a natural number for natural number b, the solution axb (or bxa) works.

  17. #17
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    Quote Originally Posted by mr obvious View Post
    In general, where a=4(b-2)/(b-4) is a natural number for natural number b, the solution axb (or bxa) works.
    I got them all, though, right?

    a=4(b-2)/(b-4)

    so

    a=4+8/(b-4)

    So 8 has to be divisible by (b-4). So that means b=0 or b=2 (which are "paired" solutions, and leave a floor with an area of zero), or b=5, b=6, b=8, or b=12.

  18. #18
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    Quote Originally Posted by Homo Bibiens View Post
    8x6
    12x5

    l assume you do not consider 6x8 and 5x12 to be distinct from the above.

    Do you also allow 0x0?
    8X6 and 12X5 does it for me. Well done!

  19. #19
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    Nice, you need to post a slightly harder question now, TRS.

  20. #20
    Using only three "9's" and any mathematical sign (+ - X / sqrt ^ ! etc) make it so that it can equal digits 1 to 10.

    eg. for 1 you could write (9/9)^9

    note there must be three "9's"


  21. #21
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    1: (9/9)^9
    2: (9+9)/9
    3: sqrt (9*9/9)
    4: sqrt(9) + 9/9
    5: sqrt(9)!-9/9
    6: (sqrt (9*9/9))!
    7: sqrt(9) + 9/9
    8: 9 - (9/9)
    9: 9*9/9

    edit: Thanks to Eroica for pointing out the missing factorial:
    7: sqrt(9)! + 9/9

    Coincidentally (re TRS's comment), I gave some thought to being a smart aleck and using 0.999... as the answer to "1", but since it used a "0", it technically would have been wrong.
    Last edited by pghnative; 2007-Sep-21 at 12:46 PM. Reason: correct typo

  22. #22
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    Quote Originally Posted by pghnative View Post
    7: sqrt(9) + 9/9
    Just a typo, I think. He forgot the factorial sign:

    (sqrt(9))! + 9/9 = 7

  23. #23
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    *Reads the thread, then slowly backs away*

    Aha! My math-fu is too weak...

  24. #24
    7: sqrt(9) + 9/9
    ?

    more like 9-sqrt(9) + 0.9(recurring)


    No Discussions about the validity of 0.999... = 1 ! I'm serious.

  25. #25
    "69", dude!

    Find the largest 51-digit number divisible by 11. (probably takes fewer keystrokes to describe the number than to type it out!)

    Todd

  26. #26
    I've been meaning to ask: how was that a hint for 1729?
    Taxicab numbers

    Find the largest 51-digit number divisible by 11.
    999,999,999,999,999,999,999,999,999,999,999,999,99 9,999,999,999,990

  27. #27
    I didn't count the 9s, but unless you miscounted, it's right.

    Todd

  28. #28
    How much dirt is there in a pentagonal prism-shaped hole with each side of the pentagon 1 meter and the depth 4 meters? Approximate to the nearest meter cube.

  29. #29
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    none

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