Y by
Problem:
A game is played with 2 players. There are 10 rounds. Each round, both players draw a card from a deck without jokers. They get the amount of points from said card (For example, if they get a 7, they get 7 points). After each round, they add the points to their total. What is the probability that player 1 has a higher score at the end than player 2?
Oh, and also, if you get a spades of something (For example, an Ace of Spades), it multiplies the next round points by a certain value, maybe 2.25 times.
Is this problem hard to solve? I think it is after many failed attempts.
A game is played with 2 players. There are 10 rounds. Each round, both players draw a card from a deck without jokers. They get the amount of points from said card (For example, if they get a 7, they get 7 points). After each round, they add the points to their total. What is the probability that player 1 has a higher score at the end than player 2?
Oh, and also, if you get a spades of something (For example, an Ace of Spades), it multiplies the next round points by a certain value, maybe 2.25 times.
Is this problem hard to solve? I think it is after many failed attempts.