White vs Black = Better Percentage (with extra material for Black + (X))
Q + R + K vs K + (X) = 95%
Q + B + K vs K + (X) = 85%
Q + P + K vs K + (X) = 90% (Queen + Pawn)
B + B + K vs K + (X) = 75% (Pair of Bishops)
Q + N + K vs K + (X) = 75%
R + B + K vs K + (X) = 60%
R + P + K vs K + (X) = 65% (Rook + Pawn)
R + N + K vs K + (X) = 50%
B + P + K vs K + (X) = 50% (Bishop + Pawn)
N + N + K vs K + (X) = 40% (Pair of Knights)
B + N + K vs K + (X) = 35%
N + P + K vs K + (X) = 30% (Knight + Pawn)
White vs Black = Better Percentage (with extra material for Black + (X) + (X))
Q + R + K vs K + (X) + (X) = 90%
Q + B + K vs K + (X) + (X) = 80%
Q + P + K vs K + (X) + (X) = 85% (Queen + Pawn)
B + B + K vs K + (X) + (X) = 65% (Pair of Bishops)
Q + N + K vs K + (X) + (X) = 65%
R + B + K vs K + (X) + (X) = 50%
R + P + K vs K + (X) + (X) = 55% (Rook + Pawn)
R + N + K vs K + (X) + (X) = 40%
B + P + K vs K + (X) + (X) = 45% (Bishop + Pawn)
N + N + K vs K + (X) + (X) = 30% (Pair of Knights) I have never checkmated with this combination.
B + N + K vs K + (X) + (X) = 25%
N + P + K vs K + (X) + (X) = 20% (Knight + Pawn) I have checkmated with this combination.
Black still faces a significant challenge even with a material count that is similar (3 pieces on each side).
The advantage of two extra pieces makes it harder for White to deliver a checkmate.
Q + K vs K + N + B (with fortress) = 0% Checkmate for White (Draw)



