Make sure to number the problem; the number should be provided at the bottom of each photo!

Chapter 15 Summative 2 of 14 Be sure to answer all parts of this question in the text box below. If you need to use math symbols in your answer, use the Sigma (fancy E) button to access math symbols. Real estate ads suggest that 64% of homes for sale have garages, 21% have swimming pools, and 17% have both features. a) If a home for sale has a garage, what is the probability that it has a swimming pool too? b) What is the probability that a home has a garage, but not a swimming pool? C) Are having a garage and a swimming pool independent events? Explain. d) Are having a garage and a swimming pool disjoint events? Explain. 0/10000 Word Limit 1 2 3 4 5 6 7 8 9 10 Next Leah is flying from Boston to Denver, with a connection in Chicago. The probability of her first flight leaving on time is 0.15. If the first flight is on time, the probability of her luggage making the connecting flight is 0.95. If the flight is delayed, there is only a probability of 0.65 that her luggage will make the connecting flight. What is the probability that her luggage arrives in Denver with her (on time)? 1 T 62 Upload files Supported file formats: PDF, JPG, GIF, PNG, CSV, RTF, TXT, XPS, ZIP, Word, Excel, Powerpoint, Publisher. Open Office, Video, MATLAB, Altera Quartus, Verilog, C.H.S.V, CPP, Assembly 0/1 File Limit 1 2 3 4 6 7 9 10 Next Be sure to answer all parts of this question in the text box below. If you need to use math symbols in your answer, use the Sigma (fancy E) button to access math symbols. You are up for your annual job performance review. You estimate there's a 30% chance you'll get a promotion, a 40% chance of a raise, and a 20% chance of getting both a raise and a promotion a) Find the probability that you get a raise or promotion b) Are the raise and promotion independent events? Explain. c) Are the raise and promotion mutually exclusive events? Explain. 0/10000 Word Limit 1 2 3 4 5 6 7 8 9 10 Next E Be sure to answer all parts of the question, A boy uses a homemade metal detector to look for valuable metal objects on the beach. The machine isn't perfect-it beeps for only 98% of the metal objects over which it passes, and beeps for 4% of nonmetallic objects over which it passes. Suppose that 25% of the objects the machine passes over are metal. a) If an object is chosen at random, what is the probability that machine would have beeped? b) If an object is chosen at random, what is the probability that it would be metallic, given that the machine boeped? c) What is the probability for the machine not beeping for a metal object? + 5 6 7 8 9 10 11 12 13 14 Next Assume that 75% of AP Psychology students studied for their most recent test. If 40% of those who study get an A, but only 10% of those who don't study get an A, what is the probability that someone who gets an A actually studied for the test? T Upload files Supported file formats: PDF, JPG, GIF, PNG, CSV, RTF, TXT, XPS, ZIP, Word, Excel, Powerpoint Publisher, Open Office, Video, MATLAB, Altera Quartus, Verilog, C, H, 8. V. CPP, Assomrbly 0/1 File Limit 4 5 6 7 8 9 10 11 12 13 Next