1. is flip the board around =0
Checkmate in zero and half a move.

>> Do you have to chose where to place a non-existent piece on the board?
I don't think so.
>> 1. is flip the board around =0
Yep that was my idea too :).

No, it's actually rather silly.
The half move is with the knight. You lift it up (ever so slightly) but dont put it anywhere. This lets the Bishop check through while the Knight still covers h7 and g8.

got it. i saw one where white has a queen, bishops, rooks, but the black king was in the middle of the board, impossible to mate in 1, so u lift the king, and you see mate.

No, it's actually rather silly.
The half move is with the knight. You lift it up (ever so slightly) but dont put it anywhere. This lets the Bishop check through while the Knight still covers h7 and g8.
That was what I thought too, but I like kid_of_chess's idea better :). It explains both #2 and #3.

- flip board
- pawn on h8 was lifted, just placee queen
- 3.lift the knight so bbishop can attack, but don't move it to a different square (so it'll cover h7 and g8)
1. You could flip. You could also take the king with the pawn. It's a non-existant move --- zero moves.

Point about problem 1 that no one mentioned:
Why do you suppose the composer put all those pawns on the 2nd rank?

Point about problem 1 that no one mentioned:
Why do you suppose the composer put all those pawns on the 2nd rank?
It's true! You don't have to flip the board, but your head. The pawns are on the 7th rank, otherwise the position would be illegal (look at the light square bishop).

Thing is though, that if you rotate the board then you have either a pawn on the first rank or eighth rank, which is illegal. If you say it's a queen, that counts as move or at least half of one. Hmm...
That's why you rotate 180°. :)
I searched on the net and on chess.com to find an answer to this problem but couldn't find anything, I hope the question was not already answered here.
Those are 3 problems from the last section of Dragoslav Andric's book about chess (igra miliona), but the answer is not given.
I think I have a satisfying answer for the first one, maybe for the 3rd one, but for the second one I'm lost.
Can anybody figure out the answer? (or maybe already knows it?)
Thanks!
Problem 1: Find a checkmate with zero moves.
Problem 2: Checkmate with half a move.
Problem 3: Checkmate with half a move.