# Does Playing first Matters. Part - 1

Two players play a game of tossing coins. The Rules are simple. Players moves alternatively and the one who gets head first is the winner. Considering that the coin is unbiased (one side is head and other is tail). The probability that the player starting first wins is $$\frac{p}{q}$$ . Where p and q are co prime to each other. Find p + q

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