I’m confused as well bc couldn’t it be “2,4,8” or another combination of those numbers; I believe that since this was just an example they just used these numbers but as your solving a puzzle the triples will be more apparent, that’s the only explanation I could come up with
In the example if you look closely, you will see that 5,6,7 only appear in the green areas… 4 and 8 continue to appear elsewhere in the box. Its actually easier to see if you take the triple of 2,4,8 in the other boxes and then cross those out in the green sections to only be left with what they are talking about of the 5,6,7 hidden triple.
If you look at column 6 you will see that the numbers 5, 6 and 7 are already in that column, in boxes 2 and 5. Therefore, in box 8, the 5, 6 and 7 cannot be in that column, leaving only three cells for those three numbers.
@@AryamanGupta1357 If you are not interested in this, why are you watching it? It might be helpful ofr others. Though I agree, they are not explaining the topic(s) in detail.
No.. you just don't get it. Those 3 numbers are ONLY found in those 3 cells (WITHIN THAT BOX) The other numbers are also in the other cells... thus not a hidden triplet. Same with hidden pairs. If 2 numbers are ONLY found in 2 cells (PER BOX) the other numbers can be deleted.
In that example is Simpler to use Hidden Unique technique (for writing a 2), and Unique Pairs to delete those 2, 4, and 8
By the way, in that message I commited a mistranslation, I meant Obvious Pairs technique, not Unique Pairs
I have "hidden triples" (2,6,7,9) (2,5,6,7,9) and (2,6,7,9) all in three of the boxes, which do I choose as the hidden triple?
Okay, im confused.
Why is it only "5, 6, 7" and not possible to be the others like "4,5,6" or "6,7,8"?
I’m confused as well bc couldn’t it be “2,4,8” or another combination of those numbers; I believe that since this was just an example they just used these numbers but as your solving a puzzle the triples will be more apparent, that’s the only explanation I could come up with
In the example if you look closely, you will see that 5,6,7 only appear in the green areas… 4 and 8 continue to appear elsewhere in the box. Its actually easier to see if you take the triple of 2,4,8 in the other boxes and then cross those out in the green sections to only be left with what they are talking about of the 5,6,7 hidden triple.
Bec they are repeated in the block, there is a repeated 2,4,8 so we shouldn't choose from them
If you look at column 6 you will see that the numbers 5, 6 and 7 are already in that column, in boxes 2 and 5. Therefore, in box 8, the 5, 6 and 7 cannot be in that column, leaving only three cells for those three numbers.
@@AryamanGupta1357 If you are not interested in this, why are you watching it? It might be helpful ofr others. Though I agree, they are not explaining the topic(s) in detail.
This is incorrect there are 6 identical numbers in all the squares.
No.. you just don't get it. Those 3 numbers are ONLY found in those 3 cells (WITHIN THAT BOX) The other numbers are also in the other cells... thus not a hidden triplet.
Same with hidden pairs. If 2 numbers are ONLY found in 2 cells (PER BOX) the other numbers can be deleted.
Not a single video explains Soduko, it can't be done. The end. Rubbish game.
Just because you're too stupid to figure it out...