Drag each game to the correct location on the chart. Tickets for all of the described charity raffle games cost $2. James wants to choose three raffles that will give him the best chance of winning. Identify the games that James should play and the games he shouldn't play. 1. The player picks three distinct digits from 0 to 9 one after the other. If all three digits picked by the player match the winning digits (in the same order or in the inverted order), the player wins $504.

2. The player picks three distinct digits from 0 to 9 one after the other. If all three digits picked by the player match the winning digits (in the same order), the player wins $1,152.

3. The player picks three distinct digits from 0 to 9 one after the other. If all three digits picked by the player match the winning digits (in any order), the player wins $204.

4. The player picks any three digits from 0 to 9 one after the other. If the first two digits picked by the player match the first two winning digits (in the same order), the player wins $120.

5. The player picks any three digits from 0 to 9 one after the other. If all three digits picked by the player match the winning digits (in the same order), the player wins $1,500.

6. The player picks any three digits from 0 to 9 one after the other. If the first digit picked by the player matches the first winning digit, the player wins $8.