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  1. #21 / 40
    Standard Member Korrun
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    Nice one. No rounding either (rules are in a link above).

    Here is a legal solution:

    13 = 2 + 0! + 1 + 9


  2. #22 / 40
    Premium Member Pratik
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    M57 wrote:

    OK then - no extra numbers necessary..

    13 = ln ((2+0)^19) RND

     

    Why round when you can floor it.


  3. #23 / 40
    Premium Member Chele Nica
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    Pratik wrote:
    M57 wrote:

    OK then - no extra numbers necessary..

    13 = ln ((2+0)^19) RND

     

    Why round when you can floor it.

    watch out, the mathematicians' in the house!


  4. #24 / 40
    Standard Member Korrun
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    15 = (2+0+1)! + 9

    Still haven't found one for 14 (in order or out of order).

    Found it!

    14 = (2 + 0!)! - 1 + 9


  5. #25 / 40
    Prime Amidon37
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    Korrun wrote:

    15 = (2+0+1)! + 9

    Still haven't found one for 14 (in order or out of order).

    Found it!

    14 = (2 + 0!)! - 1 + 9

    Nice!

    and then -

    15 = (2+0+1)!+9

    16 = (2 + 0!)! + 1 + 9

     

    Edited Thu 10th Jan 19:58 [history]

  6. #26 / 40
    Standard Member Korrun
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    Or:

    15 = (2! + 0! + 1!) - 9


  7. #27 / 40
    Something fun Litotes
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    17 too easy for you to bother?

    17 = -2 + 0 + 19

    18 = -2 + 0! + 19

    19 = (2x0) + 19

     


  8. #28 / 40
    Standard Member Korrun
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    Nope. Just to dumb to figure it out. :)

    But here is the one i've been waiting for:

    20 = (20!) / (19!)

    and then

    21 = 2 + 0 + 19

    22 = 2 + 0! + 19


  9. #29 / 40
    Brigadier General M57 M57 is offline now
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    Another 20 = 2^0 + 19

    23 = 20^1 + sqrt 9

    24 = 20 +1 + sqrt 9

     

    And now we have the much cleaner

    13 = 2 + 0! + 1 + 9 and

    13 = 2^(0!+1) + 9

    Edited Sat 12th Jan 06:30 [history]

  10. #30 / 40
    Standard Member Korrun
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    25 = 20 - 1 + (sqrt 9)!

    26 = 20 * 1 + (sqrt 9)!

    27 = 20 + 1 + (sqrt 9)!


  11. #31 / 40
    Something fun Litotes
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    I love how you always leave an easy one for next.

    28 = 20 - 1 + 9

     


  12. #32 / 40
    Brigadier General M57 M57 is offline now
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    ..and two easy ones for me!

    29 = 20(1) +9

    30 = 20 + 1 + 9

    Edited Sat 12th Jan 22:20 [history]

  13. #33 / 40
    Brigadier General M57 M57 is offline now
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    Korrun wrote:

    I think it is because the radical symbol does not require a number to be written, but the exponent does.

    Well then, that opens doors..

    31 cents = (2 + 0) quarters - 19 pennies (US Currency)

    32 = 2^(0! + 1 + SQRT 9)

    33 = (2 + 0! + 1)! + 9

    34°F = 2°F + (0 * 1 * 9)°C (scientific units of measurement)

    35 oz = (2 + 0) c + 19 oz

    36 points = (2 - 0!) touchdowns + (1 + 9) field goals . (US Footbal scoring)

    Edited Sun 13th Jan 05:53 [history]

  14. #34 / 40
    Brigadier General M57 M57 is offline now
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    M57 wrote:
    Korrun wrote:

    I think it is because the radical symbol does not require a number to be written, but the exponent does.

    Well then, that opens doors..

    31 cents = (2 + 0) quarters - 19 pennies (US Currency)

    32 = 2^(0! + 1 + SQRT 9)

    33 = (2 + 0! + 1)! + 9

    34°F = 2°F + (0 * 1 * 9)°C (scientific units of measurement)

    35 oz = (2 + 0) c + 19 oz

    36 points = (2 - 0!) touchdowns + (1 + 9) field goals . (US Footbal scoring)

    OK  - football scoring is a pretty ridiculous stretch..

    We should be able to get a lot of numbers by stretching the rules..  I propose we say that doing so allows us to continue to move forward - but with the proviso that those numbers don't really count and that we are looking to improve on them.  for instance with..

    36 = 9 * (0! + 2 + 1) OR

    36 = 2 * 9 * (0! + 1)

    which can be bettered with..

    36 = 2 * (0! + 1) * 9  OR

    36 = 2^(0! +1) * 9 

    Edited Sun 13th Jan 11:28 [history]

  15. #35 / 40
    Prime Amidon37
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    As a former High School/Community College math teacher I have done these games quite a bit. I do resist using the sqrt because it feels a little cheesy. M57's use of units is pretty funny/cool/imaginative though -

     

    And, damn, 37 is not coming easy to me -

     


  16. #36 / 40
    Brigadier General M57 M57 is offline now
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    Symbols are OK, huh?

    Moving on and  filling in the imaginative ones that don't count

                      9

    31 = -2 +  ðšº (n-0!) 

                    -1

    _________________

                  9 

    34 =    𝚺 n

         (-2 - 0! - 1)

    ________________

                       9

    37 = 0! +  𝚺 (n - 1)

                       2

    _________________

    38 = (2 + 0) * 19

    39 = 20 + 19  (whew!)

    40 = 2 * (0! + 19)

    _________________

               12

    41 =   ðšº n   -   0!

               9

    _________________

               12

    42 =   ðšº n   *   0!

               9

    _________________

               12

    43 =   ðšº n   +   0!

               9

    ________________

    ..and as long as (n = 1) is implied..

     

                    SQRT 9

    44 = (-2)  + ðšº (n + 10)

    I teach 6th grade math.  I have to be imaginative.

    Edited Sun 13th Jan 14:02 [history]

  17. #37 / 40
    Brigadier General M57 M57 is offline now
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    No one is stopping me from using series?  It's a pain to notate..

    Let's make this easier and use the form (𝚺, a, b, c)  where..

    a = lower limit

    b = upper limit

    c = argument

    so { ðšº, 1, 6, n+1} = 2 + 3 + 4 + 5 + 6 + 7 = 27

    If only two terms are used, then it is assumed that the lower limit is 1  ..or is that stretching things too much because a number is implied? I believe it is standard nomenclature.

    @Amidon37, You're gonna kick yourself.  I just stumbled upon a simpler 37 for you - It's not in order but..

    37 = 19 * 2 - 0!  

    45 = { ðšº, 2, 9 + 0!, n - 1 }

    46 = |{ ðšº, -12, -9, n - 0! }|

    47 = |{ ðšº, -9 * 0!, -1, n - 2 }|

    48 = { ðšº, 1, 9, n } + 2 + 0!

    49 = (9 - 2)(1 + 0!)

    50 = { ðšº, 9 + 0!, 12, n }

    51 = { ðšº, -2, 9 +1, n } - 0!

    52 = { ðšº, -2 - 0!, 9, n + 1 }

    53 = { ðšº, 9 + 0!, n } + (2 - 1)

    54 = { ðšº, 1 - 2, 9 + 0!, n }

    55 = { ðšº, 2 * 0, 9 + 1, n }

    56 = |{ ðšº, -10, 1, n }| - 2

    57 = {𝚺, 0, 9 + 1, n } + 2

    58 = { ðšº, 9, n + 1 } + 2 + 0!

    59 = 20 * SQRT 9 - 1

    60 = 20 * SQRT 9 * 1

    61 = 20 * SQRT 9 + 1

    62 = 21 * SQRT 9 - 0!

    63 = 21 * SQRT 9 + 0!

    64 = (9 - 1)(2 + 0)

    65 = (9 - 1)2 + 0!

    66 = (21 + 0!) * SQRT 9

    Why @Korrun?  ..Why? ..Why?

    Why did you do this to me?

    Edited Sun 13th Jan 20:22 [history]

  18. #38 / 40
    Brigadier General M57 M57 is offline now
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    67 = |{ ðšº, -9 - 2, -(0!), n}| + 1

    68 = |{ ðšº, -10, SQRT 9, n - 2}|

    69 = 90 - 21

    70 = 9 - 2 * 10

    71 = { ðšº, 9 - 1, 2n} - 0!

    72 = { ðšº, 9 - 1, 2n} + 0

    73 = { ðšº, 9 - 1, 2n} + 0!

     

    Edited Sun 13th Jan 20:57 [history]

  19. #39 / 40
    Brigadier General M57 M57 is offline now
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    Come on you guys!  I can tell you that the vast majority of 80's 90's and aughts are quite easy and don't require the use of Sigma. Uhhm, and a summing calculator  helps {#emotions_dlg.biggrin}

    I'm missing a few in the 70's though.


  20. #40 / 40
    Standard Member Abishai
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    I know this is about math now, but belated happy new year to you all!


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