In a standard deck of playing cards there are four suits: clubs, diamonds, hearts, and spades, and the following cards appear in each suit: Ace, 2, 3, 4, 5, 6, 7, 8, 9, 10, Jack, Queen, King. The Jack, Queen, and King are called face cards because they have a drawing of a face on them. Diamonds and hearts are red, and clubs and spades are black. If you draw 1 card randomly from a standard 52-card playing deck, what is the probability of drawing:

Step-by-step explanation:

Allow me to add more information on your question and hope it will fit with the original one:

what is the probability that it will be:

a.7?

b. A black card?

c. A face card?

Here is my

As we know the total possible outcomes is the total number of cards: 52 a. a. 7?

If we draw 1 card randomly from a standard 52-card playing deck and it is 7 so we have 4 possible outcomes:

=> P(7) = ≈ 0.076

b. A black card?  

If we draw 1 card randomly from a standard 52-card playing deck and it is black so we have 26 possible outcomes:

=> P(black card) = = 0.5

c. A face card?

If we draw 1 card randomly from a standard 52-card playing deck and it is a face card so we have: Jacks + Queens +  Kings = 4+4+4 =12

=> P (a face card) = ≈0.23

Hope it will find you well.

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