Shawn is playing a game with a set of cards. Half of them are blue and the other half are yellow. In the game, the player guesses the color of the top card, looks at the card, and returns the card to the deck. The player continues to do this, shuffling the deck after each guess. Shawn has guessed the first three attempts as "blue” and has been correct on each guess. He says he will guess "yellow” for the next card since a yellow card is due to happen. Is Shawn’s reasoning correct?
A student wants to check six websites. Four of the websites are social and two are school-related. After checking just two sites, she has to leave for school. What is the approximate probability that she checked a social website first, then a school-related website?
Suppose a day from this city is selected at random. Let event cap A is equal to heavy traffic and event cap b is equal to bad weather. Are events cap A and cap b independent?
Which of the following is the correct value and interpretation of cap p times open paren cap b divides cap m close paren ?
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