SpaceGoat: ok lemne try solve this:
3 boxes and with a 2-2-2 formation of 2 white 2 black and 1 black and white .. let do the maths! 3boxes = 6 balls in all, box 1 [ 6/2] box 2 [6/2] nox 3 [6/2] (interguine equation) .......-> remove braket = 3 balls, 3 balls, 3 balls?? how come?? simply .. conclution .....-> there are 9 balls in all

SpaceGoat: ok lemne try solve this:
3 boxes and with a 2-2-2 formation of 2 white 2 black and 1 black and white .. let do the maths! 3boxes = 6 balls in all, box 1 [ 6/2] box 2 [6/2] nox 3 [6/2] (interguine equation) .......-> remove braket = 3 balls, 3 balls, 3 balls?? how come?? simply .. conclution .....-> there are 9 balls in all

McWhillion: The minimum amount of marbles one needs to pick is 3
Explanation
Let b--- black marble, w--- white marble.
We already know the ffg
Fact 1. In all there are 3b and 3w
Fact 2.There can only be black marbles in 2 bags only
Fact 3 There can only be white marbles in 2 bags only.
Fact 4. When you pick 3 marbles from the 3bags, its either you pick 2b and 1w OR 2w and 1b.

The ffg are the 6 possible ways you can pick 1 marble each from the 3 bags.
1. b b w
2. b w b
3. w b b
4. w b w
5. w w b
6. b w w
I ll continue shortly. ..

McWhillion: The trick is to pick all 3 marbles from only 2 bags.

I ll deal with the first 3 ways.....

1. b b w
* If i pick b in bag 1
* And i pick b in bag 2( I have already picked same colours from 2 bags)
* I don't need to check bag 3( there are 2w in lt)
* So i pick the 2nd marble in bag 2(The color determines what would be in bag 1.

2. b w b
* If i pick b in bag 1
* And i pick w in bag 2
* Then i pick my 3rd marble from bag 1 or 2.
* Any colour I pick determines what would be in all 3 bags.

3. w b b
* If I pick w in bag 1
* Picked b in bag 2
* If I pick the 3rd marble from either bag 1 or 2, i can determine what colours are in the 3 bags.

MoyoGENERAL:
you know what...there is another way to make this clearer...if possible get three bowls...put in each bowls two clothes each( 2 whites in one, 2 black in one and one white and black in the other)
after you've done this, get a paper and intentionally label the bowls incorrectly!
now try and pick from each bowls( clothe) to figure out the minimum you will need to pick to determine all three contents correctly!!!!!!
that should be clearer!!!!

MoyoGENERAL:
you know what...there is another way to make this clearer...if possible get three bowls...put in each bowls two clothes each( 2 whites in one, 2 black in one and one white and black in the other)
after you've done this, get a paper and intentionally label the bowls incorrectly!
now try and pick from each bowls( clothe) to figure out the minimum you will need to pick to determine all three contents correctly!!!!!!
that should be clearer!!!!

MoyoGENERAL: There are three boxes which each contain two marbles: one has two white, one has two black and one has one white and one black marble. Each of the boxes also is labelled as to its content, but each label is incorrect. What is the fewest number of marble you could remove from the boxes and look at in order to definitely determine the content of all the three boxes?
....


Rules..
The next logic puzzle will only come up when there is an answer to the existing puzzle...
Answers provided may require explanation.
You are allowed to cheat....lol




let the game begin.....

SpaceGoat: ok lemne try solve this:
3 boxes and with a 2-2-2 formation of 2 white 2 black and 1 black and white .. let do the maths! 3boxes = 6 balls in all, box 1 [ 6/2] box 2 [6/2] nox 3 [6/2] (interguine equation) .......-> remove braket = 3 balls, 3 balls, 3 balls?? how come?? simply .. conclution .....-> there are 9 balls in all