One card is selected from a deck of 52 cards and placed in a second, similar deck. A card is then drawn from the second deck. What is the probability that this card drawn from the second deck is an Ace?

Show your work using equations.

Question

Mathematics

Guest

20 February, 22:29

One card is selected from a deck of 52 cards and placed in a second, similar deck. A card is then drawn from the second deck. What is the probability that this card drawn from the second deck is an Ace?

Show your work using equations.

+4

Answers (1)

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Willow Price · Answer 1

1/13

Step-by-step explanation:

A1 = event that card selected from first deck is ace

A2 = event that card selected from second deck is ace

P (X=A1) = 4/52

P (X=A2) = to find we need to use baye theorem

P (X=A2 = P (A2/A1) P (A1) + P (A2/notA1) P (notA1)

= 5/53 * 4/52 + 4/53*48/52

= 1/13

One card is selected from a deck of 52 cards and placed in a second, similar deck. A card is then drawn from the second deck. What is the probability that this card drawn from the second deck is an Ace?Show your work using equations.

One card is selected from a deck of 52 cards and placed in a second, similar deck. A card is then drawn from the second deck. What is the probability that this card drawn from the second deck is an Ace?

Show your work using equations.