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Part B: Answer the following. 9) Reed bought 25 bags of candy and divided the total number of red candies in the bags by the total pieces of candy in the bags. What kind of probability did Reed find? (Classical or relative frequency). Relative frequency 10) You need to pick an outfit to wear to the candy shop. If you have 4 shirts, 3 pairs of pants, and 2 pairs of shoes, then how many outfit choices do you have? (An outfit includes a shirt, pants, and of shoes). Part C: Use the pictures of ice cream below to answer questions 11-15. Use appropriate notation and expre answers as non-reduced fractions AND decimal numbers rounded to four places. Note that these ice cream are either in a cone or a bowl. 11) Find the probability that a randomly selected ice cream is in a cone. P ( cone ) 15 = 10.5333 2) Find the probability that a randomly selected ice cream is in a bowl or has a cherry. P( bowl or cherry ) is 7+8 _3 = 12 13 15 = 0.8 15 3) Find the probability that a randomly selected ice cream has a cherry or is in a cone. PC Cherry or ( one ) is + 15 15 = 15 = 0.733 ) Find the probability that a randomly selected ice cream does not have cherry and is in a cone. Find the probability that a randomly selected ice cream has a cherry, given that it is in a bowl. PC cherry / bowl) 3 7 - = 0.4286MATH 1530 Review Worksheet 4: Probability Name: Part A: A giant bag of candy was brought to one of your classes. Use the totals below to answer questions 1-8. Use appropriate notation and express answers as non-reduced fractions AND decimal numbers rounded to four places. Color Frequency Blue 68 Brown 24 Green 48 Orange 61 Red 27 Yellow 11 1) If you pick one candy at random, what is the probability of picking a green candy? P ( green) 48 = 0.2008 239 2) If you pick one candy at random, what is the probability of picking either a brown candy or a yellow candy P ( Brown or yellow ) = 24 11 239 239 3) If you pick twice at random, with replacement, what is the probability of picking a red candy and then another red candy? PC Red then R ) / 2 239 1( 27)- 10. 0128 4) If you pick twice at random, with replacement, what is the probability of picking a green candy and then blue candy? 1418 08 P ( green then Blue) -70.0571 239) 239 5) If you pick twice at random, without replacement, what is the probability of picking two yellow candies? PCyellow then yellow)|1 1 10 239 238 - 10.0019 6) If you pick twice at random, without replacement, what is the probability of picking a red candy and the yellow candy? PCRed the yellow) ( 27 238 -10.0052 If you pick three times at random, without replacement, what is the probability of picking a blue, then green, and then an orange candy in that order? P(Blue then green then Orange )( 68 48 239) 238 237 If you pick one candy at random, what is the probability of NOT picking either an orange or red candy? P ( Not orange or red ) 178 + 212 151 239 239 239 239 239