Statement d - none of the numbers in 062 are in the stated wrong numbers.Clue 2 confirms the position of 4 and hence 1 is removed from the list) Confirm Numbers array - 042.One number is correct and is also correctly placed, but why is this specific number the one thats correct, why not any of the other two.
But there were better answers(like this ),so didnt feel that I need to add anything else. This one is accepted only due to the reason that it was first. Also, the puzzle was a simple one so I thought I can just post the answer with the reasons. ![]() You can check out one of my comment where I appreciated the other answer. We already know 8 is incorrect, so 2 must have to be correct, and it must be in the third slot. Im not complaining, just letting you know that he didnt fully answer first. We generally dont add answers that say the exact same thing as previous answers. This is the best answer for efficiency and the very concise format of the answer. Since we know the third place has a 2, we know that 0 belongs in the first place. Further, the middle number cant be a 1 since then it would be well-placed in the second clue. According to the clue, 0 is in the wrong place, so we know 0 is in either position 1 or position 2. Clue 1 states that one number is correct and correctly placed, and clue 2 states that one number is correct but wrongly placed. We know 0 is in position 1, and because of clue 1, we know that 2 is in position 3. We know this because we have ruled out 6 from the equation just now, and 8 was ruled out earlier. Our final number cannot be 1, because 1 is in position 2 in our clue, but our clue states our number is wrongly placed. We know from earlier deduction that is isnt 6 either, so the final number MUST be 4. Of course you need to make some assumptions to solve this puzzle, I will assume the puzzle is using base ten among other things, but I will not assume that masterminds rules apply. Only thing that is relevant are the statements in the picture. There is a number that is correct and in a wrong place, but that would only mean that the statement is inaccurate according to masterminds rules. ![]() The statement would need to be Three numbers are right but placed wrong only to satisfy masterminds rules.
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