Question

After 20 games, the Vancouver Canucks have won 12 games and lost 8. How many games would you expect them to win at the end of an 82 game season?

Answer 1

Expected number of wins = 30.2448. To find the expected number of wins at the end of an 82 game season, multiply the probability of winning a single game by the number of games.

Step-by-step explanation:

To find the expected number of wins at the end of an 82 game season, we can use the concept of probability. The probability of winning a single game is 0.3694. So, for each game, there is a 0.3694 probability of winning. Since there are 82 games in a season, we can multiply the probability of winning a single game by the number of games to find the expected number of wins.

Expected number of wins = Probability of winning a single game * Number of games

Expected number of wins = 0.3694 * 82

Expected number of wins = 30.2448