Data
• Deck: 52 cards
,
• Clubs in a deck: 13
,
• Faces in a deck: 12
,
• Aces in a deck: 4
Procedure
• 1
To get the probability of drawing two clubs from a standard deck of 52 knowing that there are 13 club cards, we have to use the compound probability (P):

Then, to calculate the number of possibilities of choosing two out of the thirteen that we have is:

While choosing the probability of the total is:

Finally, we get:


• 2
Following the same procedure:


• 3.
Following the same procedure:


Answer:
• 1. 0.0588
,
• 2. 0.0498
,
• 3. 0.0045