Trick of Mind >>> be informed
Ok the title is not exactly this puzzle. I found out it is not easy to make up a puzzle like this that makes sense. I want to say something like GREAT, but that didn't work out.
TRICK + OF + MIND = INFORM
Each letter in the sum above represents a different digit.
Hint: There are two different solutions
K and D can swap value, and the equation remains true.
Also the first code of a "word" will not be zero.
Can you crack the code?
TRICK + OF + MIND = INFORM
Each letter in the sum above represents a different digit.
Hint: There are two different solutions
K and D can swap value, and the equation remains true.
Also the first code of a "word" will not be zero.
Can you crack the code?
Labels: bcreative
posted by Ragknot at
4:13 PM
14 Comments:
If this is to hard, then do this one.
Two sentences were directly copied from a previous ToM. Which two.
The 1st and the last sentence
1. Each letter in the sum above represents a different digit.
2. Can you crack the code?
Ha, Ha, Zaux,
I am glad you remembered, or did you have to look back to Jan 5th to check?
I did not look back ... I remembered ... I think that was one of my puzzle posts ... wasn't it?
Right, Baffling Numbers, Jan 5.
These are more difficult to create than to solve, if you want something reasonable in the words.
97148 + 23 + 6105 = 103276
I don't know what you two guys are talking about.
We were discussing Jimi Hendrix and the effect his creativity had on rock music.
Darn ... sorry 'bout that post ... darn pain meds! ... heh heh.
Very Good Wiz,
Reckon, someone else can now deduce the second equation? Everything is on the table to see it.
Jimi Hendrix? I didn't realize you were that old Zaux!
Oh yea .... been playing guitar over 40 years
I was unable to find a second solution. Maybe someone can spot my error:
i=1, t=9, and n=0. o= either 2 or 3. There are 35 combinations of k+f+d=m using only the digits 2-8. Of those, 26 have m= a summand or 0, 9, or 1, or use both 2 and 3. The remaining 9 (257=14, 267=15, 356=14, 368=17, 358=16, 348=15, 457=16, 458=17, 567=18) can be checked to see if the remaining 3 digits (c, o, r) an have two add together, + 1, to equal the third. If so, them see if r + m = one of the k, f, or d digits). Only 358=16 works. That produces Wiz's answer (you can switch the 8 and 5, as you said).
solutions:
1. 97148 + 23 + 6105 = 103276
2. 97145 + 23 + 6108 = 103276
The two keys are almost identical
TRICKOFMND
9714523608
9714823605
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