congratulations on your birthday celebrate the days with friends and family --> 100% chance the chance to be selected as a win here --> 1:112
the puzzle solution --> 0
I guess times the 1 correctly landed in the envelope!! 😉😉😉😉 Great lottery you have really come up with something... so the probability is 33.33% that 1 letter lands in the right envelope. ..Wish everyone Merry Christmas🎅🌲🎄
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M****3
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PSC COMPETITION WITH PUZZLE
24th Dec. 2018, at 07:02 pm CET#67
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50% I guess. Congratulations on the win and already to those who will win
Sildjana wrote on 24.12.2018 at 18:50 clock: I guess times the 1 correctly landed in the envelope!! 😉😉😉😉 Great competition since you have really come up with something... so the probability is 33.33% that 1 letter lands in the right envelope. ..Wish everyone Merry Christmas🎅🌲🎄
After rereading the task 2 letters he put in correctly that's about 66, 67% since we should leave out the come and the percent the correct answer is : 66
Happy birthday I wish you, and to the puzzle, I say probability is 0.
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K****t
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PSC COMPETITION WITH PUZZLE
25th Dec. 2018, at 02:46 pm CET#70
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Marqes wrote on 12/24/2018 at 09:08: All say 0%... all parrot.
Nice action.
I just wish you a Merry Christmas.
You don't even need Google to do that. According to the description, it is "exactly" two letters, so equal to "only" two letters.
If 2 letters are already correctly bagged, the third must also be in the correct envelope or placed there.
There can be no other solution.
And if it comes down to the fact that there are no Christmas gnomes at all, the solution is also 0.
The envelopes and letters are also not described as identical.
PSC COMPETITION WITH PUZZLE
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Well, is a google puzzle.
There you can find the puzzle including the solution.
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PSC COMPETITION WITH PUZZLE
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Because..there are three times the identical letters.
So it is 100% sure that he took the right envelopes.
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All the best belatedly!
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PSC COMPETITION WITH PUZZLE
Liked this post: laplacer
the puzzle solution --> 0
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PSC COMPETITION WITH PUZZLE
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PSC COMPETITION WITH PUZZLE
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PSC COMPETITION WITH PUZZLE
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After rereading the task 2 letters he put in correctly that's about 66, 67% since we should leave out the come and the percent the correct answer is : 66
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PSC COMPETITION WITH PUZZLE
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PSC COMPETITION WITH PUZZLE
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You don't even need Google to do that. According to the description, it is "exactly" two letters, so equal to "only" two letters.
If 2 letters are already correctly bagged, the third must also be in the correct envelope or placed there.
There can be no other solution.
And if it comes down to the fact that there are no Christmas gnomes at all, the solution is also 0.
The envelopes and letters are also not described as identical.
This post has been translated automatically