It also rules out the 7 in the next statement and since we already know 6 is the correct number, we can eliminate the 2 from that line as well. So now we know 6 is definitely the middle number. The 'nothing is correct' rules out the 3 and 8 from the previous statement, leaving only the 6. Please read these comments for a detailed explanation of this crack the code puzzle answer. This answer is explained by one of our readers. How in the world did you know it's 164? Please explain The answer is 164, but how do you know it's 164? I bet all of you just clicked view answer and then look at the the answer and typed it. Im sooooo not trying to cheat on a school sheet Post your comments and share these puzzles with your friends. It will be interesting to know the logical reasoning hidden in this puzzle. Thanks for explaining the answer to this crack the code puzzle in details. Meaning the statement for row 3 is “Number 6 is correct but wrongly placed” and since number 1’s statement is certain we can just ignore row 3.Ĥ _ 1 Two numbers are correct but wrongly placed.Īgain if they are both in the wrong place and there only spaced left and row 1 is certain for the position of number 6 then what we can do is just flip 4 _ 1 then place it in the remaining columns thus Remember I just blanked out the numbers that we’ve already used but it doesn’t mean that it’s not there. Okay this will debunk my previous answer (_ 6 2) because basically the last row states that both 4 and 1 are the right number and remember that row 3 states that “”One number is correct but wrongly placed. Since we already have a correct number for column 2 and row 3 states that it is a right number but in the wrong position then we can put number 2 in column 3Ĥ _ 1 Two numbers are correct but wrongly placed. _ 6 _ One number is correct and well placedĢ _ _One number is correct but wrongly placed
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