Is it possible to checkmate with queen and king

The game is declared a draw whenever both sides do not have the "sufficient material" to force a checkmate. Insufficient material no checkmates are possible or no checkmates can be forced :. If both players have only the king, the draw will be automatically declared, as neither of them can win. A king and a minor piece bishop or knight cannot win the game alone because there is no possible way to checkmate with just these pieces.

The game is an automatic draw. What happens if one of the players has all the pieces but the other player has just one king and the first player runs out of time? In this example, White should win—but ran out of time! Since the player with the black pieces can not checkmate with just the king, the game is also declared drawn. This is very important to point out as running out of time will not always mean losing the game—sometimes it's a draw.

With this combinations of pieces checkmate is possible, but it cannot be forced. The game is a draw. Checkmate with a king and a minor piece vs another king and a minor piece is possible as long as the two minor pieces aren't bishops of the same color. But the checkmate cannot be forced without help from the opponent.

The game is drawn. If you're wondering how a checkmate with help from the opponent is possible, see below. Since the checkmate cannot be forced, though, the game is a draw. The 50 move-rule allows either player to claim a draw if no capture has been made or no pawn has been moved in the last 50 moves. The longest chess game ever played could not have happened today, as it would have been declared a draw much earlier.

In earlier times, moves were allowed without a pawn move or a capture. The threefold-repetition rule says that if a position arises three times in a game, either player can claim a draw during that position. This rule was created to avoid games repeating indefinitely because players were making the same moves again and again.

In online play, this draw happens automatically on the third repetition. When both players decide they want to draw the game, there is a draw by agreement.

Most of the time this is because they believe that neither player can obtain an advantage. When the game is drawn, each player gets half a point. This is checkmate. The king is checked, and there is no legal way to escape check.

Even if the king moved next to the opponent's king, it would be in check from the king. So the game is won for the player giving check. Consider the following position. White to move. White is in check, and the only positions the white king can move to are g1 and g2, but neither is allowed because the king would be in check there as he would be next to the opponent's king.

So white is mated and black has won the game. A move that does not remove the check is illegal. So, if this move does not remove the check, then no. However, the following could happen: the player can take the piece that gives the check and mate at the same time.

The white queen can take the black rook, thus removing the check and giving mate at the same time. In this position, black's king is adjacent to d6 and f6, which are both spaces the knight could reach if it were not pinned. It is illegal for black's king to move to either one of these spaces. Despite being unable to legally move there due to the pin, the knight's checking power on those squares remains undiminished.

The reason for this is that the underlying goal of chess is the capture of the opponent's king. This never actually happens in chess, because the game will end in checkmate when a player can no longer avoid the capture of his king. But the logic here is this. If the king moves to a space attacked by the pinned knight, the knight could capture it, immediately winning the game for white, at which point black would no longer have the opportunity to capture the white king with his bishop.

This is a mate by black. Black has won the game. The same principle that was discussed just above applies here too. Although the rook is pinned by the white queen, it still threatens check on d1. So, whites's king cannot move there.

Since it cannot take the queen, and the pawn blocks its movement to f2, and the black queen threatens check on every empty space it can move to, white is checkmated. This move is illegal.

Although it looks like black is checkmated, the black bishop is now checking the white king. If the object of the game were to simply capture the king, the preceding move would be legal, and black could win by capturing white's king with its bishop. Although the goal of Chess is not capture of the king, it is played as though it is. Checkmate matters, because it is the position in which a king is unable to escape being captured.

But in order to end the game with checkmate instead of the actual capture of the king, it is a strict rule in Chess that a king may never ever move into check under any circumstance. Because of this, your top priority in Chess is the safety of your own king, not the checkmate of your opponent's king.

It is only when you can checkmate your opponent without exposing your own king to check that it truly counts as checkmate. After completing a move, I discovered that I had accidentally exposed my king. My opponent discovered it and said checkmate. I told her my previous move had to be annulled since the king couldn't be exposed. Is this correct? This is indeed correct. A move that leaves your king in check is illegal, and it should be taken back, then a legal move should be made in its place.

The player that made the illegal move does not lose the game. In over-the-board play, however, the touched piece rule applies. So, if there is a legal move with the piece that was first illegally moved, then that piece should be moved.

See for example the following diagram. Suppose white moves his king to c1. If you have a bishop and two pawns versus a bishop, it is fine to trade those bishops if you'll later be able to promote a pawn and win that way.

However, allowing the other player to trade their bishop for your two pawns will lead to a draw. Actively scan device characteristics for identification.

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