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- Customer center operator Raaj works at the customerservice call center of a major credit card bank. Cardholderscall for a variety of reasons, but regardless of their reasonfor calling, if they hold a platinum card, Raaj is instructedto offer them a double-miles promotion. About 10% of allcardholders hold platinum cards, and about 50% of thosewill take the double-miles promotion. On average, howmany calls will Raaj have to take before finding the firstcardholder to take the double-miles promotion?A twenty-something single person is planning a ski vacation. Assume that he has 2 possible destinations: Utah, and Oregon. There are 4 ski areas in Utah with 4 available times for 3 of the areas, and 1 times for the other area. There are 4 ski areas in Oregon with 2 available times for 3 of the areas, and 4 times for the other area. (A "time" refers to a weekend for which there are vacancies at the ski lodge.) A trip plan involves the selection of a location, ski area, and a time. How many possible plans are there?There are 7 boys and 3 girls in a class. The classroom teacher will form a 2-member cleaning committee. Calculate this committee for the case where it consists of (a) 2 girls and two boys (b) only 1 female student (c) at least one female student,
- The five most common words appearing in spam emails are shipping!, today!, here!,available, and fingertips! (Andy Greenberg, “The Most Common Words In Spam Email,”Forbes website, March 17, 2010). Many spam filters separate spam from ham (email notconsidered to be spam) through application of bayes’ theorem. Suppose that for one emailaccount, 1 in every 10 messages is spam and the proportions of spam messages that havethe five most common words in spam email are given below.shipping! .051today! .045here! .034available .014fingertips! .014Also suppose that the proportions of ham messages that have these words areshipping! .0015today! .0022here! .0022available .0041fingertips! .0011a. If a message includes the word shipping!, what is the probability the message is spam?If a message includes the word shipping!, what is the probability the message is ham?Should messages that include the word shipping! be flagged as spam?b. If a message includes the word today!, what is the probability the…The five most common words appearing in spam emails are shipping!, today!, here!,available, and fingertips! (Andy Greenberg, “The Most Common Words In Spam Email,”Forbes website, March 17, 2010). Many spam filters separate spam from ham (email notconsidered to be spam) through application of bayes’ theorem. Suppose that for one emailaccount, 1 in every 10 messages is spam and the proportions of spam messages that havethe five most common words in spam email are given below.shipping! .051today! .045here! .034available .014fingertips! .014Also suppose that the proportions of ham messages that have these words areshipping! .0015today! .0022here! .0022available .0041fingertips! .0011a. If a message includes the word shipping!, what is the probability the message is spam?If a message includes the word shipping!, what is the probability the message is ham?Should messages that include the word shipping! be flagged as spam?b. If a message includes the word today!, what is the probability the…The five most common words appearing in spam emails are shipping!, today!, here!,available, and fingertips! (Andy Greenberg, “The Most Common Words In Spam Email,”Forbes website, March 17, 2010). Many spam filters separate spam from ham (email notconsidered to be spam) through application of bayes’ theorem. Suppose that for one emailaccount, 1 in every 10 messages is spam and the proportions of spam messages that havethe five most common words in spam email are given below.shipping! .051today! .045here! .034available .014fingertips! .014Also suppose that the proportions of ham messages that have these words areshipping! .0015today! .0022here! .0022available .0041fingertips! .0011a. If a message includes the word shipping!, what is the probability the message is spam?If a message includes the word shipping!, what is the probability the message is ham?Should messages that include the word shipping! be flagged as spam?
- Please show your solution. In a shipment containing 10 TV sets, 2 are defective. Two TV sets are taken for inspection in succession without replacement. what is the probabilty that a.) a defective TV set shall be taken on the first draw? b.) A non-detective shall be taken on the first and a non-detective on the second? c.) A non-defective on the second given that it is a defective TV on the first?Mendoza's Pizzeria offers many wonderful topping options on their world-famous pizza pies. A cheese pizza costs $20, plus it costs $1 for any veggie topping (onions, green peppers, spinach, etc), and $2 for any meat topping (pepperoni, bacon, sausage, etc.). There must be atleast 2 toppings on each pizza pie, but there cannot be mor than 10 toppings on any one pie. Marty enters the scene with $30 in his pocket.I have completed most of it, but I got marked wrong and I am not sure what I did wrong. At a large company picnic attended by 2,545 people, two of the food items served are bratwurst and roasted sweet corn. Let the following subsets be defined: Group 1: Attendees who chose bratwurst Group 2: attendees who chose sweet corn 1875 people chose bratwurst and 2003 people chose sweet corn. Among those who chose bratwurst, 333 did not choose sweet corn. Construct a Venn diagram to represent your assigned problem. Include capital letter labels for all sets and indicate what each label represents. Use the set notation symbols (∪,',∩) and set labels from part A to express each of the following sets: • elements in both Group 1 and Group 2 • elements in Group 2 but not Group 1 • elements in Group 1 or Group 2 • elements in neither Group 1 nor Group 2 C. Determine the cardinality of each of the following sets, including an explanation of the process for how you determined the…
- ou are taking 3 differnt courses and on monday you dedicate 1 hr in the mormnng and 1 hr in the night . how many ways can u allocate yoour study time if 1 hr bust be deicated to 1 course just say which rule is used over here .noexplantion needed The option are Permutation Rule 1 Permutation Rule 2 Permutation Rule 3 Multiplication Rule 1 Multiplication Rule 2 Fundamental Counting Rule Addition Rule 1 Addition Rule 2 Combination Combination Rule 2 Combination Rule 36 It’s possible that the answer is not in the choices