Logic Stretch

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Quoc Tran Anh Le Coodinator
10/08/2018 at 03:22
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In this cryptogram, each letter is a two-digit number representing a letter’s position in the alphabet. Thus, the A is 01, the B is 02, and so on. The Z would be 26. CAT would be encoded as 030120. Got it?

08151605 0919 200805 13151920 0524030920091407 2008091407 2008051805 0919 0914 12090605.

—1301140425 1315151805

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Quoc Tran Anh Le Coodinator
10/08/2018 at 03:21
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To solve this cryptogram, you have to
unscramble the individual words.
I KNTHI HATT YAEBM FI MOWEN DNA LDICHNER REWE NI AGERCH, EW UODLW ETG MESOEREWH.
 —SEMAJ URBRETH
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    Lê Anh Duy 10/08/2018 at 06:48

    I KNTHI HATT YAEBM FI MOWEN DNA LDICHNER REWE NI AGERCH, EW UODLW ETG MESOEREWH.
     —SEMAJ URBRETH

    \(\Rightarrow\) I THINK THAT MAYBE IF WOMEN AND CHILDREN WERE IN CHANGE, WE WOULD GET SOMEWHERE

    - JAMES THURBER

    OMG! This is word puzzle, not Math!

    Quoc Tran Anh Le selected this answer.

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Quoc Tran Anh Le Coodinator
05/08/2018 at 03:50
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Three identical boxes contain tennis balls, baseballs or both. A label is affixed to each box. The three labels correctly describe the three boxes, but none of the labels is on the correct box. Box 1 is labeled “Tennis Balls.” Box 2 is labeled “Baseballs.” Box 3 is labeled “Tennis Balls & Baseballs.” Devon reaches into Box 3 and pulls out a baseball. Which box contains only tennis balls? 

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Quoc Tran Anh Le Coodinator
05/08/2018 at 03:50
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In a survey, 30 people reported that they enjoy some combination of walking, hiking and jogging. The number who enjoy only walking, the number who enjoy only hiking and the number who enjoy only jogging are all equal. Likewise, the number who enjoy only walking and hiking, the number who enjoy only walking and jogging and the number who enjoy only hiking and jogging are equal. In addition, the survey showed that half as many people enjoy exactly two of these activities as those who enjoy only one activity. If three people enjoy all three activities, how many people enjoy jogging?  

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Quoc Tran Anh Le Coodinator
05/08/2018 at 03:49
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Celia, Desi and Everett are each wearing a hat that displays a different whole number from 1 to 9, inclusive. Each number cannot be seen by the person wearing it, but that number is visible to the other two individuals. Everett says, “The sum of the numbers I see is 6.” Celia says, “The product of the numbers I see is 10.” What is the sum of the numbers that Everett could possibly have on his hat?