You are deat one card from a 52 card deck. Fid the probabilly that you are deatt a ctub ora picturecard.

The probatity is 1.
(Hype an integer ora simpified fraction)

Question

You are deat one card from a 52 card deck. Fid the probabilly that you are deatt a ctub ora picturecard. The probatity is $$ \square $$ 1. (Hype an integer ora simpified fraction)

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Let $$ A $$ be the event that a card is a club and $$ B $$ be the event that a card is a picture card (Jack, Queen, or King).

1. There are 13 clubs in a 52-card deck. So, $$ |A| = 13 $$.

2. There are 12 picture cards in total (3 per suit). So, $$ |B| = 12 $$.

3. The intersection $$ A \cap B $$ represents the club picture cards. There are 3 picture cards in clubs, so $$ |A \cap B| = 3 $$.

4. Using the formula for the union of two events:
   $$
   |A \cup B| = |A| + |B| - |A \cap B| = 13 + 12 - 3 = 22.
   $$

5. The required probability is the ratio of favorable outcomes to the total outcomes:
   $$
   P(A \cup B) = \frac{22}{52} = \frac{11}{26}.
   $$

Thus, the probability is $$ \frac{11}{26} $$.
The probability is $$ \frac{11}{26} $$.

You are deat one card from a 52 card deck. Fid the probabilly that you are deatt a ctub ora picturecard.

The probatity is 1.
(Hype an integer ora simpified fraction)

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You are deat one card from a 52 card deck. Fid the probabilly that you are deatt a ctub ora picturecard. The probatity is 1. (Hype an integer ora simpified fraction)

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You are deat one card from a 52 card deck. Fid the probabilly that you are deatt a ctub ora picturecard.

The probatity is 1.
(Hype an integer ora simpified fraction)