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不 The boxplot displayed shows the average ticket price for four professional sports leagues. Complete parts (a) and (b) below. B- Co D- -- 200 Ticket Price 400 a. Which sport has the most expensive ticket prices? Which sport has the least expensive ticket prices? The sport with the most expensive ticket prices is Sport B. The sport with the least expensive ticket prices is Sport C. b. Compare the ticket prices for Sport A and Sport D. In your comparison, compare the price of a typical ticket, the amount of variation in ticket prices, and the presence of any outliers in the data. A typical ticket for Sport A is more expensive than a typical ticket for Sport D, since Sport A has higher IQR. tickets. a higher IQR than Sport D. Sport A has more variability in ticket prices, as shown by a low-priced Sport A has potential outliers representing unusually high-priced and low-priced tickets and Sport D has potential outliers representing unusually > One or more of your responses is incorrect. At least one of your answers is incorrect. A boxplot shows the distribution divided into fourths. The left edge of the box is at the first quartile (Q1) and the right edge is at the third quartile (Q3). Thus, the middle 50% of the sorted observations lie inside the box. The vertical line inside the box marks the location of the median. Potential outliers are points that are more than 1.5 interquartile ranges below the first quartile (the left edge of a horizontal box) or above the third quartile (the right edge); these are typically called the left limit and the right limit, respectively. Potential outliers are indicated on boxplots with special marks. Therefore, the length of the box is proportional to the IQR. Compare the boxplots for the two sports to draw conclusions about the ticket prices. ✓

不 The boxplot displayed shows the average ticket price for four professional sports leagues. Complete parts (a) and (b) below. B- Co D- -- 200 Ticket Price 400 a. Which sport has the most expensive ticket prices? Which sport has the least expensive ticket prices? The sport with the most expensive ticket prices is Sport B. The sport with the least expensive ticket prices is Sport C. b. Compare the ticket prices for Sport A and Sport D. In your comparison, compare the price of a typical ticket, the amount of variation in ticket prices, and the presence of any outliers in the data. A typical ticket for Sport A is more expensive than a typical ticket for Sport D, since Sport A has higher IQR. tickets. a higher IQR than Sport D. Sport A has more variability in ticket prices, as shown by a low-priced Sport A has potential outliers representing unusually high-priced and low-priced tickets and Sport D has potential outliers representing unusually > One or more of your responses is incorrect. At least one of your answers is incorrect. A boxplot shows the distribution divided into fourths. The left edge of the box is at the first quartile (Q1) and the right edge is at the third quartile (Q3). Thus, the middle 50% of the sorted observations lie inside the box. The vertical line inside the box marks the location of the median. Potential outliers are points that are more than 1.5 interquartile ranges below the first quartile (the left edge of a horizontal box) or above the third quartile (the right edge); these are typically called the left limit and the right limit, respectively. Potential outliers are indicated on boxplots with special marks. Therefore, the length of the box is proportional to the IQR. Compare the boxplots for the two sports to draw conclusions about the ticket prices. ✓

MATLAB: An Introduction with Applications
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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不 The boxplot displayed shows the average ticket price for four professional sports leagues. Complete parts (a) and (b) below. B- Co D- -- 200 Ticket Price 400 a. Which sport has the most expensive ticket prices? Which sport has the least expensive ticket prices? The sport with the most expensive ticket prices is Sport B. The sport with the least expensive ticket prices is Sport C. b. Compare the ticket prices for Sport A and Sport D. In your comparison, compare the price of a typical ticket, the amount of variation in ticket prices, and the presence of any outliers in the data. A typical ticket for Sport A is more expensive than a typical ticket for Sport D, since Sport A has higher IQR. tickets. a higher IQR than Sport D. Sport A has more variability in ticket prices, as shown by a low-priced Sport A has potential outliers representing unusually high-priced and low-priced tickets and Sport D has potential outliers representing unusually
Transcribed Image Text:不 The boxplot displayed shows the average ticket price for four professional sports leagues. Complete parts (a) and (b) below. B- Co D- -- 200 Ticket Price 400 a. Which sport has the most expensive ticket prices? Which sport has the least expensive ticket prices? The sport with the most expensive ticket prices is Sport B. The sport with the least expensive ticket prices is Sport C. b. Compare the ticket prices for Sport A and Sport D. In your comparison, compare the price of a typical ticket, the amount of variation in ticket prices, and the presence of any outliers in the data. A typical ticket for Sport A is more expensive than a typical ticket for Sport D, since Sport A has higher IQR. tickets. a higher IQR than Sport D. Sport A has more variability in ticket prices, as shown by a low-priced Sport A has potential outliers representing unusually high-priced and low-priced tickets and Sport D has potential outliers representing unusually
> One or more of your responses is incorrect. At least one of your answers is incorrect. A boxplot shows the distribution divided into fourths. The left edge of the box is at the first quartile (Q1) and the right edge is at the third quartile (Q3). Thus, the middle 50% of the sorted observations lie inside the box. The vertical line inside the box marks the location of the median. Potential outliers are points that are more than 1.5 interquartile ranges below the first quartile (the left edge of a horizontal box) or above the third quartile (the right edge); these are typically called the left limit and the right limit, respectively. Potential outliers are indicated on boxplots with special marks. Therefore, the length of the box is proportional to the IQR. Compare the boxplots for the two sports to draw conclusions about the ticket prices. ✓
Transcribed Image Text:> One or more of your responses is incorrect. At least one of your answers is incorrect. A boxplot shows the distribution divided into fourths. The left edge of the box is at the first quartile (Q1) and the right edge is at the third quartile (Q3). Thus, the middle 50% of the sorted observations lie inside the box. The vertical line inside the box marks the location of the median. Potential outliers are points that are more than 1.5 interquartile ranges below the first quartile (the left edge of a horizontal box) or above the third quartile (the right edge); these are typically called the left limit and the right limit, respectively. Potential outliers are indicated on boxplots with special marks. Therefore, the length of the box is proportional to the IQR. Compare the boxplots for the two sports to draw conclusions about the ticket prices. ✓
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