Matt Wolf



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A bag contains the following marbles: 5 red (R), 8 blue (B), 10 green (G), 13 yellow (Y). Suppose you select one marble from the bag, calculate the following probabilities or odds:

P(R) = _____ O(B) = ____:____ P(G) = _____ O(R) = ____:____ P(Y) = _____

During a magic show, the magician asks a volunteer to select a card from a deck of 52 playing cards. The deck has two black (B) suits: spades (S) and clubs (C). The deck has two red (R) suits: hearts (H) and diamonds (D). Each suit contains 13 cards: 2, 3, 4, 5, 6, 7, 8, 9, 10, J, Q, K, A. Calculate the following probabilities or odds:

P(A) = _____ P(R) = _____ P(Q) = _____ O(4) = ________ O(D) = ____:____

P(C) = _____ P(odd #) = _____ P(non-face card) = _____ O(non-face card) = ____:____

In a game, a player rolls a six-sided die then flips a fair coin. Define the sample space for the experiment:

Sample Space:

Calculate the following probabilities or odds:

P(5, H) = _____ P(1, T) = _____ O(4, H) = ____:____ P(even, T) = _____

In the game Monopoly, a player rolls two six-sided dice to determine the number of spaces he may move his gamepiece. Define the sample space for the experiment:

Sample Space:

Calculate the following probabilities or odds:

P(5, 3) = _____ O(4, 6) = ____:____ P(sum 8) = _____ P(sum 12) = _____

In a game, one fair coin is flipped three times. Define the sample space for the experiment:

Sample Space:

Calculate the following probabilities or odds:

P(THT) = _____ P(HHT) = _____ O(TTH) = ____:____ P(HHH) = _____

In the same game, three coins are flipped at the same time. Define the sample space:

Sample Space:

Calculate the following probabilities or odds:

P(3T) = _____ P(2H, 1T) = _____ P(1H, 2T) = _____ O(1H, 2T) = ____:____

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