New Lock Puzzle On Social Media And How To Beat It
LOCK PUZZLE – Amid the coroanvirus quarantine and lockdown, a new puzzle had surfaced on social media that requires you to guess the three numbers to unlock a lock.
There are several variations to this problem using different digits. However, once you learned how to do one of them, you could easily do the rest.
Here’s how the puzzle goes:
Initially, you are given five sets of three numbers followed by a clue. This will help you determine the missing numbers of unlock the lock.
For example:
1 4 7 – One digit is right but is in the wrong place.
1 8 9 – One digit is right and in the right place.
9 6 4 – Two digits are right but in the wrong place.
5 2 3 – All digits are wrong.
2 8 6 – One digit is right but in the wrong place.
What are the three numbers?
First, you need to understand the statements, this is your clue to make the problem easier. Next, you just need a little bit of elimination.
Afterward, you need to look at the 1st statement and compare it to the 2nd statement. There, you could already eliminate the wrong numbers.
In the two statements, one digit is right. That means the number 1 couldn’t be the number because if 1 was right, then it contradicts the second statement.
Then, look at the 4th statement, 5 2 3 are all wrong numbers. That means we could eliminate those numbers. Afterward, go to the 5th statement, eliminate the number 2, and compare it to the 2nd statement.
There, we could conclude that the number 8 is also a wrong number, since if it was right, then the second statement would be false.
That means, number “9” is the first of the three numbers and is in the right place. The second number would be “6” since we would’ve eliminated “2” and “8” from statement 5.
With that, we take a look back at the 3rd statement. Since we know 9 and 6 are part of the two right numbers, we can eliminate number “4”.
Lastly, we go back to the first statement, which leaves the number “7” as the right number. However, two of the numbers, 7 and 6, are still in the wrong place.
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So, if 7 is in the wrong place from the first statement, and 6 is also in the wrong place from the third placement, we just need to replace the position of 7 and 6 to get the answer of “6 7 9”.
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The problem’s last statement reads:-
2 8 6 – One digit is right but in the wrong place.
but in your solution, the last statement reads More than once):-
2 8 6 – One digit is right and in it’s place.
No wonder I was confused. 🙂
Bro (whoever posted this whole thing)….you failed big time!!
The last statement is suppose to say 286 – One digit is right but in the wrong place.
Your idiotic statement says “286 – One digit is right and in it’s place”
BRO THAT MAKES THE PROBLEM NOT WORK OUT….HOW ARE YOU MISSING THIS?