A deck has 52 cards composed of an equal number of suits hea

A deck has 52 cards, composed of an equal number of suits: hearts, diamonds, clubs, and spades with the following potential events:.

A = {1st draw - red card}

B = [2nd draw - red card}

C = {3rd draw - spade}

D = {4th draw - club}

E = {5th draw - club}

F = {6th draw - club}

G = {7th draw - spade}

Compute the following probabilities (assume each draw occurs in order and obtains the desired card and this card is not replaced):

P(A)

P(B)

P(C)

P(D)

P(E)

P(F)

P(G)

Label the answers accordingly.

You MUST round the answers to three decimal places.

Solution

a)

26/52 = 0.5

b)

26/52 * 25/51 = 0.2451

c)

13 / (52-2) = 0.26

d)

13 / 52-3 = 0.265

e)

13 / (52-4) = 0.271

f)

13 / (52-5) = 0.277

g)

13 / (52-6) = 0.2826