EspeA national chain of department stores ranks its 900,000 salespeople by the monetary value of their sales. Justin's sales are at the 41" percentile. Maya's salesare at the 37" percentile.(If necessary, consult a list of formulas.)(a) Which of the following must be true about Justin's sales??O The value of Justin's sales were about 41% of the chain's total.O The value of Justin's sales was in the top half of all of the salespeople.O Justin sold $4100 in merchandise.O Justin had sales lower in value than about 59% of the salespeople.(b) Which of the following must be true about Justin's and Maya's sales?O The value of Justin's sales were $400 more than Maya's.O The value of Maya's sales were $400 more than Justin's.O Both Justin and Maya had sales higher in value than the median.O Both Justin and Maya had sales lower in value than the median.ExplanationCheckO 2022 McGraw Hi LLC. A Rights Reserved. Terms of Use| Privacy Center Accessibile here to searchALEKS - Britney Fri.PriscsertDeFOF9F10F12&Back67.8023ERTUGH.KDCVAltCtriAltHome

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Answered: (a) Which of the following must be true…

MATLAB: An Introduction with Applications

6th Edition

ISBN:9781119256830

Author:Amos Gilat

Publisher:Amos Gilat

Chapter1: Starting With Matlab

Section: Chapter Questions

Problem 1P

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The kindergartners and first and second graders were talking about their favorite field trips during the school year. One of the teachers, Ms. Brewer, turned the discussion into a math lesson, and the students conducted a survey. Each child wrote down on paper which trip was his or her favorite. (Note that many children named more than one field trip as their favorite.) The survey revealed that 55 wrote down the trip to the river, 48 indicated the trip to the police station, and 38 included the trip to the hardware store. The police station and the river were chosen on 32 papers, 26 papers included both the river and the hardware store, and 22 children wrote down the police station and the hardware store on their papers. Ms. Burke counted 17 papers that included all three and one that did not list any of the three trips. How many children were surveyed? How many children wrote down the river but not the police station? How many children did not list the hardware store?
A company's sales in Seattle were $390,000 in 2012, while their sales in Portland were $270,000 for the same year. Complete the following statements:a. Seattle's sales were % larger than Portland's.b. Portland sales were % smaller than Seattle's.c. Portland sales were % of Seattle's.Give answers accurate to at least one decimal place.
Last year's freshman class a big state university total of 5304 students. Of those 1257 receives a merit scholarship to help offset tuition cost their freshman year (although the amount vary per student). The amount a student received was N($3,443, $450). If the cost for tuition was $4050 last year what percentage of students who received a merit scholarship did not receive enough to cover for tuition? (Round your answer to the nearest whole percent).
A random sample of BYU-Idaho students was surveyed and asked if they were in favor of retaining the penny as a form of currency in the United States. Out of the 116 women surveyed, 80 said that they were in favor of retaining the penny as a form of currency. Of the 137 men surveyed, 91 said that they were in favor of retaining the penny. Difference = Women - Men The picture below is the question. Use the information above to help.
The question was asking for the number of customers to break even.
Last year’s freshman class at Big State University totaled 5,340 students. Of those, 1,252 received a merit scholarship to help offset tuition costs their freshman year (although the amount varied per student). The amount a student received was N($3,462, $482). If the cost of full tuition was $4,150 last year, what percentage of students who received a merit scholarship did not receive enough to cover full tuition? (Round your answer to the nearest whole percent.)
Kerry was given 10 numbers that had a sum of 330 and was asked to find the mode. She was told that the mode occurred 4 times in the set of numbers and the sum of the rest of numbers was 174. What number was the mode in the data set?
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