C WA WA Probability 2 - Conditional Probability - 22/SP QUANTITATIVE REASONING(105-40 https://www.webassign.net/web/Student/Assignment-Responses/submit?dep=28659928&tags=auto g.com a Amazon.com - Onli... ..| LastPass password... Integrated Biology f... Bb Cycles of Study - 2... of Mail - Kaza 12. [-/4.25 Points] DETAILS Students at another high school are also selecting a new school mascot. The table below shows how students voted by class on their choice Titans Pirates Lions Total Freshmen 88 35 64 187 Sophomores 76 55 18 149 Juniors 88 4 66 158 Seniors 61 36 90 187 Total 313 130 238 681 Use the preceding data to estimate each of the following. (Express each response as a percentage rounded to one decimal place.) a. If a randomly selected student prefers the Lions mascot, what is the probability that student is a sophomore? b. What is the probability that a randomly selected student is a member of the senior class? % c. What is the probability that a randomly selected student is a member of the junior class or prefers the Pirates? % Save Assignment Progr Submit Assignment a O Type here to searchhere.) 2. [-/1 Points] DETAILS This question is an extension of the ICE distributed in class. MY NOTES ASK YOUR TEACHER expensive than any other college in Florida for that year. One of the colleges in Florida is called Aviator College of Aeronautical Science and Technology. Its annual tuition and fees were reported in 2015-16 as $73, 132, making this college an outlier because it was substantially more tuition and fees for Florida? An outlier is present in the dataset. The paper homework also displays a boxplot and histogram of the dataset. Based on the information available to you, is the median or mean more appropriate as a measure of "average" O Median Mean 3. [-/1 Points] DETAILS MY NOTES ASK YOUR TEACHER This question is an extension of the ICE distributed in class. Given that Florida's 2015-16 college tuition and fees dataset includes the very expensive Aviation College, how would you expect the mean and median of the dataset to compare? It is not necessary to perform computations to answer this question. It is also not necessary for you to know the specific value of the mean to answer this question. Choose one: The mean would be larger than the median. The median would be larger than the mean. The median and the mean would be approximately equal. 6:34 AM W 36 F 10) 4/9/2022 O Type here to search