JUFE-181 [Solved] Starting with a standard deck of..Starting with a standard deck of playing cards:. To find the number of possible hands with five hearts, we multiply the number of ways to choose 5 hearts and 0 non-hearts. There are 13 hearts and 39 non-hearts. We choose 5 hearts from 13 hearts and 0 non-hearts from 39 non-hearts.. Thus, the total number of possible hands with 5 hearts is.. To find the number of possible hands with 4 hearts and 1 club, we multiply the number of ways to choose 4 hearts and 1 club. There are 13 hearts and 13 clubs. We choose 4 hearts from 13 hearts and 1 club from 13 clubs.. Thus, the total number of possible hands with 4 hearts and 1 club is.. To find the number of possible hands with 4 hearts and 0 clubs, we multiply the number of ways to choose 4 hearts and 0 clubs. There are 13 hearts and 12 clubs (since the deck does not have a card that has a heart and a club). We choose 4 hearts from 13 hearts and 0 clubs from 12 clubs.. Thus, the total number of possible hands with 4 hearts and 0 clubs is.. To find the number of possible hands with 3 hearts and 2 clubs, we multiply the number of ways to choose 3 hearts and 2 clubs. There are 13 hearts and 13 clubs. We choose 3 hearts from 13 hearts and 2 clubs from 13 clubs.. Thus, the total number of possible with 3 hearts and 2 clubs is.. To find the number of possible hands with 2 hearts and 3 clubs, we multiply the number of ways to choose 2 hearts and 3 clubs. There are 13 hearts and 13 clubs. We choose 2 hearts from 13 hearts and 3 clubs from 13 clubs.. Thus, the total number of possible hands with 2 hearts and 3 clubs is.. To find the number of possible hands with 1 heart and 4 clubs, we multiply the number of ways to choose 1 heart and 4 clubs. There are 13 hearts and 13 clubs. We choose 1 heart from 13 hearts and 4 clubs from 13 clubs.. Thus, the total number of possible hands with 1 heart and 4 clubs is.. To find the number of possible hands with 0 hearts and 5 clubs, we multiply the number of ways to choose 0 hearts and 5 clubs. There are 13 hearts and 13 clubs. We choose 0 hearts from 13 hearts and 5 clubs from 13 clubs.. Thus, the total number of possible hands with 0 hearts and 5 clubs is.. Starting with a standard deck of playing cards:. To find the number of possible hands with 5 hearts, we multiply the number of ways to choose 5 hearts and 0 non-hearts. There are 13 hearts and 39 non-hearts. We choose 5 hearts from 13 hearts and 0 non-hearts from 39 non-hearts.. Thus, the total number of possible hands with 5 hearts is.. To find the number of possible hands with 4 hearts and 1 club, we multiply the number of ways to choose 4 hearts and 1 club. There are 13 hearts and 13 clubs. We choose 4 hearts from 13 hearts and 1 club from 13 clubs.. Thus, the total number of possible hands with 4 hearts and 1 club is.. To find the number of possible hands with 4 hearts and 0 clubs, we multiply the number of ways to choose 4 hearts and 0 clubs. There are 13 hearts and 12 clubs (since the deck does not have a card that has a heart and a club). We choose 4 hearts from 13 hearts and 0 clubs from 12 clubs.. Thus, the total number of possible hands with 4 hearts and 0 clubs is.. To find the number of possible hands with 3 hearts and 2 clubs, we multiply the number of ways to choose 3 hearts and 2 clubs. There are 13 hearts and 13 clubs. We choose 3 hearts from 13 hearts and 2 clubs from 13 clubs.. Thus, the total number of possible with 3 hearts and 2 clubs is.. To find the number of possible hands with 2 hearts and 3 clubs, we multiply the number of ways to choose 2 hearts and 3 clubs. There

2020年7月24日155 分钟