I need help with this problem of the card game:
Suppose i have a 32 cards deck that consist of value cards from 7 to 10 (7,8,9,10) and figure cards from J to Ace (J,Q,K,A)
Now add another deck of cards similar to the one above, making a bigger deck that have 64 cards in total.
Now draw 8 cards from the 64 cards deck
What is all the possible combinations of hands that result in two 4 cards straight (including Straight Flush and Royal Flush) from the 8 cards that you drew?
Ex: 7,8,9,10, 9,10,J,Q
I knew how to find the combinations of a 4 cards straight from a 32 cards deck which is 5C1*((4C1)^4)
But i don't know how to adjust the result if it's now 8 cards from a 64 cards deck
Thank you for your time!
Suppose i have a 32 cards deck that consist of value cards from 7 to 10 (7,8,9,10) and figure cards from J to Ace (J,Q,K,A)
Now add another deck of cards similar to the one above, making a bigger deck that have 64 cards in total.
Now draw 8 cards from the 64 cards deck
What is all the possible combinations of hands that result in two 4 cards straight (including Straight Flush and Royal Flush) from the 8 cards that you drew?
Ex: 7,8,9,10, 9,10,J,Q
I knew how to find the combinations of a 4 cards straight from a 32 cards deck which is 5C1*((4C1)^4)
But i don't know how to adjust the result if it's now 8 cards from a 64 cards deck
Thank you for your time!