Reference no: EM132372763
Given a deck of cards, calculate the following probabilities; if more than one draw is required, then assume the previously drawn cards are returned to the deck. A deck contains 52 cards: four suits with thirteen cards each (2, 3, 4, 5, 6, 7, 8, 9, 10, Jack, Queen, King, and Ace. The four suits are spades (black in color), diamonds (red in color), clubs (black in color), and hearts (red in color). Jokers have been removed. (10 points)
Note: Compute your answers to four decimal places (e.g. x.xxxx or xx.xx%).
A. What is the probability of drawing a Jack? 13.5
B. What is the probability of drawing a Queen of Hearts? 1/52
C. What is the probability of drawing a Diamond? .25
D. What is the probability of drawing a Club on four consecutive draws, without replacement?
E. What is the probability of drawing a Spade and/or a King?
F. What is the probability of drawing a Black Card?