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consider again the markov chain described in exercise 1 suppose that the probability that it will be sunny on a certain
suppose that a student will be either on time or late for a particular class and that the events that he is on time or
consider again the conditions of exercises 5 and 6 suppose that the probability that the student will be late on the
each time that a shopper purchases a tube of toothpaste he chooses either brand a or brand b suppose that the
suppose that three boys a b and c are throwing a ball from one 10 another whenever a has the ball he throws it to b
suppose that a coin is tossed repeatedly in such a way that heads and tails are equally likely to appear on any given
consider the following three different possible conditions in the gamblers ruin problemaj the initial fortune of
a box contains r red balls and b blue balls one ball is selected at random and its color is observed the ball is then
each time a shopper purchases a tube of toothpaste he chooses either brand a or brand b suppose that for each purchase
a box contains three cards one card is red on both sides one card is green on both sides and one card is red on one
consider again the conditions of exercise 6 of sec 111 two students a and b are both registered for a certain course
consider again the conditions of exercise 1 of sec 110 if a family selected at random from the city subscribes to
suppose that a box contains one blue card and random cards which are labeled a b c and d suppose also that two of these
the probability that any child in a certain family will have blue eyes is 14 and this feature is inherited
consider the family with five children described in exercise 11 a i f i t j s known that the youngest child in the
a box contains three coins with a head on each side four coins with a tail on each side and two fair coins if one of
the percentages of voters classed as liberals in three different election districts are divided as follows in the first
consider again the shopper described in exercise 5 of sec 21 on each purchase the probability that he will choose the
consider again the conditions of example 3 in this section in which an item was selected at random from a batch of
suppose that in example 3 in this section the item selected at random from the entire lot is found to be non-defective
suppose that there is a probability of 150 that you will win a certain game if you play the game 50 times independently
suppose that a certain precinct contains 350 voters of which 250 are democrats and 100 are republicans if 30 voters are
three students a b and c are enrolled in the same class suppose that a attends class 30 percent of the time b attends
suppose that in a deck of 20 cards each card has one of the numbers i 2 3 4 or 5 and there are 4 cards with each number
suppose that three red balls and three white balls are thrown at random into three boxes and all throws are independent