@@Nation-Fashion Yeah, I encountered a ton of puzzles similar to the first one in Serbia as well. Second one reminded me of Sudoku a lot, never encountered it before, but it was fun. I actually had to think for a minute or two before coming up with the solution. I don't think that makes me a genius though.
I was absolutely stumped by the first question. I saw that there were 2 possible codes. Then I unpaused and realized I had not gotten the final clue yet.
@ashurajput6916 4367 isn't a correct answer I think because the only one where it said 4 was in the correct position was the last one, so the code is 6347. I haven't got past the code showcase part in the vid but I'll update if I see something different.
I did the same. I worked it all out just looking at on the screen, controlling the numbers and what is and isn't possible .. and got that answer. The I started the video to see if I went to the long way (any short cuts I missed). And presto whole new problem lol.
My bad, the preview was swapped with another puzzle. Answer is 3841. The puzzle is from this video: ru-vid.com/video/%D0%B2%D0%B8%D0%B4%D0%B5%D0%BE-ToIENnaMpLo.htmlfeature=shared&t=112
@@MindYourDecisions lol no worries Presh. Just means more content and puzzles for us to solve hehe. Second puzzle in the video seems harder than the first one.
I haven’t been doing anything after high school for 2 years, and, quite frankly, I’ve been struggling. You’re videos seem to be helping me get back into the swing of things. Thank you for making AND THEN POSTING this educational content, Presh.
I'm so bad with these kind of puzzles but I decided to try and after writing up the list of suspects I was easy to just discard the ones that aren't part of the password and it also helps you to remind that the 7 exists even if is not written in the clues. I'm currently training to improve in strategy games and you videos are helping me a lot, thank you very much.
We have been playing this game with our classmates during class since we were 12 years old, and really helps developing logical thinking. Each of us will write down a 4 digit number secretly (no digits are the same,) and see who can reveal the others number first. After every round of guessing, we would check our answer and see how did our opponent did. For every correct digit that was at the correct position, we would respond with an "A;" and for every right digit located at the wrong position, we would respond with a "B." Using your puzzle as an example, we would respond with "3B" after our opponent guessing "3456," "0A0B" after the second round, and "1A1B" for the third round, and "2A" on the last round. We only allow 8 rounds to guess 4 digit puzzles. Hope kids can play more of these logical games rather than FPS games...
My bad, the preview was swapped with another puzzle. Answer is 3841. The puzzle is from this video: ru-vid.com/video/%D0%B2%D0%B8%D0%B4%D0%B5%D0%BE-ToIENnaMpLo.htmlfeature=shared&t=112
The first puzzle I found pretty simply and got it easily. The second one made me sigh and buckle down...But in the end I just started filling out what I felt was a POSSIBLE answer based on what I knew and it turned out to be correct. I was surprised I got it, and probably didn't use optimal logic because I didn't place the first number down due to narrowing it down to only one possibility, but rather just placed one that worked based on the three clues and then started filling in or moving around based on the clues and the filled in numbers.
The first code is like a game from the 1970s called "Mastermind", played with coloured pegs instead of numbers. Same logic applies. One player set up a concealed code, then the other made successive guesses, which were marked with black and white pins for correct in the correct place and correct in the wrong place. Scoring was in how many turns were needed. I think an advanced version had more than 4 spaces, but I don't remember how many colours were available.
For puzzle 2, I kind of missed the parts about "...but incorrect squares". Turns out it is still possible to solve it. It definitely added a bit of an extra challenge though.
@8:01 - nothing about this clue requires 3 to be the number in the correct row. Although the grid contains three digits, the text describes two digits with one property, and then one digit with a different, unrelated property, so the pigeon hole principal cannot be assumed to apply.
Note that you can get there by determining that 3, 4, and 5 must all be in the second column, and neither 4 nor 5 can be in the first row. But until you do, your solution from @8:01 onwards is unfounded.
@@redfinance3403 i drew a 3x3 grid and entered every possible number in each cell and then systematically removed numbers, just like sudoku. Really fun!
these puzzles, especially second one, are very reminiscent of sudoku. playing a lot of variants of it, and it hit the same vibe (though maybe was a bit easier than most sudoku I sit at nowadays)
The first one was easy enough, but the second one stumped me until you pointed out the contradiction of the two 3s in the latter two squares. After that, it was straightforward, but I still only scored 50%.
I always use a matrix to solve puzzles like Puzzle 1, as a matrix allows you to eliminate possibilities once positions are known - i.e., every time you put a tick in a matrix, you can put crosses in every other location in the same row and the same column. In this case the matrix is a very simple single-block matrix: possible numbers vertical in Rows, and possible positions across in Columns. So Clue 3 enable you to put crosses in all columns in the rows for numbers 5, 8 ,9 & 0. Similarly, Clue 1 enables you to put a cross at Row 1, Col 1, also a cross at R2C2, and at R3C3, and at R4C4. This is because the numbers may be right but they don't go in those columns. Taking Clue 2, you already have crosses in all columns for Row 5, so the other 3 numbers must be correct, but as none of them is in the right place you can put crosses in R3C1, R4C2, and R6C4. Taking Clue 4, you know that the two numbers that are correct must be 3 & 4, from Clue 3, so numbers 2 & 0 [the latter already known] must be wrong, so put for crosses in for Row 2. Similarly, Clue 5 , following Clue 3, tells you that the correct numbers are 4 & 6, so 1 must also be wrong, so put 4 crosses in Row 1. But this clue ALSO tells you that 4 & 6 are in the correct positions. So put a TICK in R4C3 & in R6C1. BUT as this is a matrix, if you have a tick somewhere, there can't be a tick anywhere else in that column or that row - so you can eliminate the rest of Row 4 & Col 3, and Row 6 & Column 1 by putting crosses in. This is extra information. If you look at your matrix, you now see that there are only 4 locations left unmarked - R3C2, R3C4, R7C3 & R7C4. But since you now know where the number 4 goes, you can now see that it isn't in the correct place in Clue 4, so it must be the other know number [3] that is correctly placed - so you now put a tick in R3C2. This also means a cross in the rest of Row 4 and Column 2 - leaving only one location unmarked, which is R7C4, so we tick that. The code is now known
2:28, you went to the slower next clue. Sure it worked, but if you had gone to clue 1 instead you get to the answer faster; you've confirmed 3 and 4 are there, 1234 has two correct, so you eliminate 1 and 2 with a single clue rather than 2 clues.
Puzzle 1 Solution: By using the first two clues, I can immediately deduce that 3 and 4 are two of the correct numbers. This eliminates 1 and 2 immediately. I can also deduce that 3 either goes in the first or third position, while 4 either goes in the second or fourth position. Adding the third clue, I can deduce that 6 is the third correct number, therefore eliminating 5, and I can also eliminate 8, 9, and 0, since neither is correct. By process of elimination, 7 is the remaining correct number. Now there's just the matter of putting all four numbers in the correct positions. As shown in the second clue, 6 must go into one of the first three positions. Using the fourth clue, I know that 3 goes into the second position, and using the last clue, 6 goes into the first position and 4 goes into the third position. This means 7 goes into the fourth position, so the code is 6347. Puzzle 2 Solution: Using the third grid, I can immediately deduce that 3 doesn't belong in the third column, 1, 4, and 7 all belong in the second row, and 6 and 9 belong in the third row. Using the first two grids, I know that 3 has to be in the first row and second column (the top edge), 4 belongs in the second row and second column (the center), 1 belongs in the second row and first column (the left edge), 7 is in the second row and third column (the right edge), 5 is in the third row and second column (the bottom edge), 2 is in the first row and first column (the top left corner), 6 is in the third row and third column (the bottom right corner), 9 is in the third row and first column (the bottom left corner), and by process of elimination, 8 (the remaining number) is in the first row and third column (the top right corner).
Imma try puzzle one. Hint 3 eliminates 5,8,9,0. Hint 2 means 3,4,6 are in the code. Hint 5 means 6 is in pos 1, 4 is in pos 3 and eliminates 1 & 2 Hint 4 means 3 is in pos 2. So far we have 634X as the code. Last number is 7 since it is the only number that isn't eliminated and wasn't already in the code. (each digit can only be used once.) So the code is 6347. You don't even need hint 1 to solve the puzzle.
First one is very easy solved within 5 minutes. Second one little bit hard didn't understand first then tried again and solved in 10 minutes. Both answers were correct.
My bad, the preview was swapped with another puzzle. Answer is 3841. The puzzle is from this video: ru-vid.com/video/%D0%B2%D0%B8%D0%B4%D0%B5%D0%BE-ToIENnaMpLo.htmlfeature=shared&t=112
Left vague to not spoil the answer: Clues 3 then 2 then 1 will tell you in shorter order what the 4 numbers are. Then combine with clues 5 and 4 to get the order. (Just annoying you never used clue 1 in the video) I solved both, but I don’t have a great spoiler-free explanation/hint for the second one short of start by figuring out what DOESN’T go in certain rows/columns.
I must be a genius then because I solved them both. 2nd puzzle was harder as I've not seen 1 of them before so I had to work out how to work it out. I did it completely differently but still got the same answer.
It would have been better to look at 1234 as the third clue for the first puzzle as it would have revealed that 1 and 2 were not in the pin, leaving only 7 as the fourth digit in the pin.
I did puzzle 1 a bit differently I started with nothing correct to eliminate 5 8 9 0 Then I looked at the second clue, eliminating 5 to get 3 4 and 6 in the pin Then I looked at the first clue. As the first has two correct, the second has three correct, and 3 4 are in both, I can eliminate 1 and 2 Clue 5 gives us the position of 6 and 4 Clue 4 gives us the position of 3 as we know the position of 4 And the last is process of elimination. 6 3 4 7
ngl it took me a while to figure out both of them, but at the end the results matter. Tbh I think that all it takes is time and a piece of paper. The second one I think a bit harder, because you need to keep track of more numbers, but over time I stopped being scared to make assumptions what ultimately lead to success. P. S. I worked though 1 and 2 grid first, because there was less numbers to keep track of. (all it took is to make assumptions whether 3 correct or 4 is, and then it's pretty just picking a number, and checking it though all 3 grids. )
For the first puzzle, we don't actually need to know that out of 3456 three numbers are correct but in the wrong positions. Here's how I solved the puzzle without using this information: Step 1: Out of 5890 nothing is correct, so numbers 5, 8, 9 and 0 are not correct Step 2: Out of 6241 two numbers are correct and in the right positions; out of 1234 two numbers are correct but in the wrong positions. If number 2 is correct, then the puzzle is saying 2 is in the right position when it's in the second place and it's in the wrong position when it's in the second place, which contradicts itself, so in reality, 2 is not a correct number. Step 3: Out of 2304 two numbers are correct. We know that 0 and 2 are not correct numbers, so 3 and 4 are correct. Step 4: Out of 1234 two numbers are correct. We know that 3 and 4 are correct numbers, so 1 is not correct. Step 5: Now, out of 0123456789, we eliminated all the numbers except 3, 4, 6 and 7, so they are the only four correct numbers. Step 6: Figure out the order of these correct numbers (as shown in the video), then we can get 6347😎
Solved both correctly, the first one in a few minutes, the second one took longer, about 10-12 minutes. But I never considered myself a genius 😂 I don’t think these puzzles might be a “genius test” ))) Though these puzzles are fun 😊
oh god 1:34 - use the clue which reveals the most information 2:26 - yeah I know that 3 and 4 are correct, but lets use clue 4 and5 to make it two steps instead of using clue 1 and notice that 1 and 2 are incorrect digits :D
5890 is completely incorrect, so the 4 numbers are four of 1, 2, 3, 4, 6, 7. 1234 -> 2 correct numbers, making both 6 and 7 correct. 3456 -> 3 correct numbers, so they are 3, 4 and 6. This means the correct numbers are 3, 4, 6 and 7. 1234 -> 3 isn't the third digit. 4 isn't the fourth digit. 3456 -> 3 isn't the first, 4 isn't the second, 6 isn't the fourth. 2304 -> 3 and 4 are the correct numbers, and one of them is at the correct position. Since we already know 4 can't be the fourth, 3 is the second. 6241 -> 4 and 6 are correct and at their correct positions. It's 6347. Puzzle 2: Grid 1 -> Neither 4 nor 5 are on row 1. -> Neither 3 nor 6 are on row 2. -> 1 isn't on row 3. Grid 2 -> 3 isn't in Square 3. 2 isn't in square 7. 4 isn't in square 8. Grid 3 -> 3 can be in square 1, 2, 7 or 8. Going back to G2, we can figure out that 3 is the digit on the correct row (square 1 or 2). 2 is on column 1, 4 is on column 2. -> 4 can only be at the center. 2 is in square 1 or 4. -> Going back to G1, it becomes clear that 5, 3, 6 and 1 are on the correct columns. So 3, 4 and 5 are on column 2 from top to bottom. -> Combined with G2, then we figure out that 1 and 2 are shared by squares 1 and 4 in no particular order. -> G3 also means that 7, 1, 4, 6 and 9 are on the correct rows there, so the last row consists of 9, 5 and 6 respectively. 238 147 956
1st hint, nothing known yet. 2nd hint, 3 and 4 have been repeated, so those two must be correct; another is unknown. 3rd hint, 5 is not correct, so in 2nd hint we can say 6 is the correct number. Therefore: 3,4,6 are the 3 correct digits 4th hint, 3 and 4 are correct, one of the two is in correct position. It cant be 4 since it is in wrong position in 1st hint, so here also wrong; Thus 3 must be the one in correct position. 5th hint, 6 and 4 are correct, are also said to be in correct position, thus 634 is one portion. 0,1,2,5,8,9 were unavailable, so 7 must be the last number -> 6347
Hi Presh. I had to clarify this. A ‘PIN' is a “Personal Identification Number” which does not apply for a combination lock. People also talk about a "PIN number” (personal identification number, number 😀). Those of us that were around when PINs were first used, know what it stands for but I reckon most younger people do not. The number for the lock, is a “combination number”. Keep up the good work, I enjoy your videos.
Actually, the identification part just refers to the idea that the bearer is identified as a person who should have access. So, arguably, it could still be a PIN. It just happens that in this case access is granted to anyone identified as being able to solve basic logic puzzles 😂
According to the title, I am a genius. Actually the first is simple for anyone experienced in the game of Mastermind. The second isn't so tough either.
7:55 I don’t agree with your reasoning there. 2 or 4 could be in the correct row, as it doesn’t say ‘the other’ number. It’s possible to solve this puzzle without that ‘the other’ assumption
PIN uses four digits from 0 to 9. No two digits are the same. 1234 A: two numbers are correct but in the wrong position 3456 B: three numbers are correct but in the wrong positions 5890 C: nothing is correct 2304 D: two numbers are correct and one is in the correct position 6241 E: two numbers are correct and in the correct positions Therefore ...: C: none of 5890 digits, +B, 3 of the 4 digits are 34_6 but not in those positions, so digits x346 where x is the digit we don't yet know. We have no repeats +C, so x isn't 5890346, leaving for x 127. Presuming each statement gives all the information for its set of digits and positions, A eliminates 1 and 2 for x, so x is 7, so digits 3476 but not in those positions. E then filters to 6_4_ in those positions, D filters to 634_ leaving us with: 6347 Check: matches all condition
Really easy puzzles. In th first puzzle I stopped the video after clue 4 (missing clue 5). I easily identified the correct digits, but got two solutions for the positions, namely 4367 and 6347 😂. With the last clue it became much easier 🤣.
it took me longer then i though. I had most of the numbers column sorted out and then it took me along time to realize that if i knew the numbers colmn, it means if i find the correct row, then that is just where its goes and i can solve the actual puzzle.
puzzle 1 was easy but puzzle 2 took me like 30 minutes. i got stuck on the clue "1 number is in the correct row but incorrect square" because i completely ignored the "but in the incorrect square" part... i got it right tho
The first one is incredibly easy. Around 20 seconds to solve it...and i'm way far to the genius status 😵💫. The second is easy too but a little bit longer due to the counting time.
I solved the first puzzle in 10 minutes but the second puzzle took me 45 minutes. At least at 67 years old I am alive and can still solve these puzzles