Give an example of a number that could not be a probability. -7 Qu Identify which type of probability (theoretical, empirical, or subjective) is being used in the following situations: a. Hillary knows that there are 7 days in a week and 1 of them is Monday. So Hillary decides that the 1 probability that a randomly-selected newborn was born on a Monday will be 7 O Theoretical O Empirical O Subjective b. Hillary's hospital delivers 163 babies in a given month. 23 of them are born on a Monday. Therefore, Hillary determines that the probability that a randomly-selected baby was born on a 23 Monday is 163 O Empirical O Theoretical O Subjective Suppose that we know 14 % of people do not like pizza. If you pick two people at random, what is the probability that the first one does not like pizza but the second one does like pizza? Give your answer as a percent rounded to the nearest tenth. The prebahil

All seasons plumbing has two truck services that frequently need repair. If the probability of one truck is available is .80, the probability of the second truck is available is 0.54, and the probability that both trucks are available at 0.57. What is th probability that neither truck is available?

6. State yes/no in each part, and explain in a sentence or two. a. You have a drawer filled with 20 balls, which are colored black or white. You have 12 black and 8 white balls. You randomly select a ball, record the color, and put the ball back into the drawer. Then you go to randomly select another from the drawer. Is the probability that the second pick is white independent of what the first ball color was? b. You have a box containing 52 cards, which are either red or black. You have 26 red cards and 26 black cards. You randomly select a card (do not put it back in the box). Then you go to randomly select another card. Is the probability that the second pick is red independent of what the first card was? c. A basketball player is going to do a free throw 100 times at practice. They are interested in the number of goals they make (each throw is either a goal or not). If each free throw attempt is independent with a 90% chance (0.90 probability) of being a goal, then is the total…

2. Employees of a company were asked to rate the nation's economy and their political party. TTT Republican Democrat Independent 2. 23 26 18 Excellent Good Not So Good 11 28 3 Poor 9. a. Find the probability an employee said good. b. Find the probability an employee said the Green party. c. Find the probability an employee said Republican and excellent d. Find the probability an employee said Independent or not so good. e. Find the probability an employee said excellent or poor. f. Find the probability a Democrat employee said good.