Let event A = The animal is a bird. Let event B = The animal can fly. Which outcomes are in A and B? O A. (seagull, crow) B. (penguin, seagull, crow} O C. (seagull, crow, bat, mosquito} D. (penguin, seagull, crow, bat, mosquito}
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- 2. A CARD IS SELECTED AT RANDOM FROM A DECK. FIND THE PROBABILITY THAT THE CARD IN AN ACE OR A KING. 3. AT A POLITICAL RALLY, THERE ARE 8 DEMOCRATS AND 10 REPUBLICANS. SIX OF THE DEMOCRATS ARE FEMALES AND 5 OF THE REPUBLICANS ARE FEMALES. IF A PERSON IS SELECTED AT RANDOM, FIND THE PROBABILITY THAT THE PERSON IS A FEMALE OR A DEMOCRAT.Please answer these 2 questions, I just need it right now. Thank you :)26. Two cards are drawn from a standard deck without replacement. What is the probability of drawing: a) two clubs? b) an ace and then a two? c) a red three and then a black queen? d) the jack of spades and then the six of diamonds? e) the jack of spades and the six of diamonds?There are three boxes I. II. and II, Box I contains 4 Red, 5 Blue and 6 White balls. Box II contains 3 Red. 4 Blue and 5 White balls. Box III contains 5 Red, 10 Blue and 5 White balls. One box is chosen and one ball is drawn from it. What is the probability that i ) Red ball is drawn ii ) Blue ball is drawn
- ANSWER ALL PARTS OR I WILL DOWN VOTE THUMBS DOWNThere are 5 red, 5 blue, 6 yellow and 4 green balls in an urn. We are looking for the probability of having drawn 3 red balls with 5 balls drawn, if removeda) with replacement andb) without replacing Further sought is the probability of drawing the order red, blue, red, blue and red, if removedc) with replacement and d) without replacing.proper explanation is required.Picture an experiment that observes the # of computers in use at a five-computer lab. Let A, B be the events defined as A = {3,4,5} and B={1,3}. Using set notation (i.e. using {}), the event (A union B)^C where superscript denotes the complement, would be equal to:
- Michelle and Kim are playing a tennis match. The winner will be the first person to win two sets. Kim is the better player, and in fact whenever they play a set the probability is 2/3 that Kim will win the set. (Hint: Draw a tree diagram for a three set match) a) what is the probability that Michelle will win the match? b) if she wins the first set, what then is the probability that she will win the match? c) what is the probability that she wins the first set given that she wins the match? d) what is the probability that the match will last for three sets?Solve step by step please In a bag there are 12 purple marbles and 8 red ones are drawn at random and left out immediately another marble is drawn a) If the second marble turns out to be purple, what is the probability that the first marble turned out to be red?b) Find the probability that both marbles are the same color.28. A box contains 5 green, 3 blue, and 2 yellow marbles. Two marbles are chosen at random, without replacement. What is the probability that: a) the second one chosen is blue given the first is yellow? b) the second one chosen is green given the first is green? c) both are the same color? d) a green or a yellow is chosen? e) no yellow is chosen?
- Milan063.) A card is selected from an ordinary deck of 52 cards. What is the probability of getting (Example 2 on page 158) (show your work) A.) a face card that is a club B.) an ace and a queen C.) a jack or a spadeA) From a city population, the probability of selecting a male or graduate is 0.65, a male and a graduate is 0.42, a male given that he is a graduate is 0.64, then find the probability of selecting a non graduate?