1. There are 15 purple marbles, 4 orange marbles, and 1 blue marble in a bag. A game is played by drawing 2 marbles from the bag, where the first is replaced before the second is drawn. If a purple marble then an orange marble is drawn, the player wins a prize worth $5.00. If an orange marble then a blue marble is drawn, the player wins a prize worth $20.00. If any other combination occurs, the player must pay $3.00. What is the expected loss or gain if the game is played 10 times? The expected gain after 10 games is $15.70. The expected gain after 10 games is $34.70. The expected loss after 10 games is $15.70. The expected loss after 10 games is $34.70.