The probability of getting a king when a card is selected at random from a standard deck of 52 playing cards is 1/13
(a) Give a relative frequency interpretation of this probability. (Enter your probability as a fraction.)
In the long run, _____ of all cards selected at random from a standard deck will be kings.
(b) Express the probability as a decimal rounded to three decimal places. ______
Then complete the following statement. (Round your answer to the nearest integer.)
If a card is selected at random, I would expect to see a king about ________ times in 1,000.
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(a) The relative frequency interpretation of this probability is that if we were to select a large number of cards at random from a standard deck, approximately 1 out of every 13 cards selected would be a king.
(b) The probability as a decimal rounded to three decimal places is 0.077.
If a card is selected at random, we would expect to see a king about 77 times in 1,000.
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