One hundred cars are picked at random from the PSC parking lot. There is the following distribution of colors. Color Number Blue 15 Red 25 Green 40 Black 20 Create a PIE chart for this data. 6. Construct a stem and leaf plot for the following set of data. (RBI's by the AL Leader) 133, 126, 126, 133, 137, 132, 112, 126, 126, 148, 147, 157, 165, 145, 141, 142 Find the IQR (Inter-Quartile Range) for the data in example 6. 8. Complete the table below and find the mean set of data. Age Frequency Midpoint Freq * Mid 10-19 12 20-29 18 30-39 24 40-49 34 50-59 14 60-69 SUM XXXXXX Calculate the sum. How many pieces of data are there? bog2 The mean is Define the following. a) Parameter b) Data c) Statistics 10 According to the empirical rule What percentage would be within one standard deviation of the mean? 11 According to the empirical rule What percentage would be located one standard deviation above the mean? 12. According to the empirical rule What percentage would be located two standard deviations below the mean? 13 Given a normal deck of cards find the following probabilities. (express your answer as a reduced fraction.) P (heart) b) P(Black card) c) P(King) d) P( Picture Card) e ) P(Heart or Ace) f ) P(Not(picture card or Black)) 14 Given the following game, calculate the expected value. Two cards are chosen without replacement from a normal bridge deck. If both the cards chosen are queens, the player wins $50. If only one of the cards chosen is a queen, the player wins $15 All other draws the player loses $1. 15. When a game has an expected value of zero it is called a