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Q 4-6 refer to the following situation:The 1999 Consumer Reports new Car Buying Guide reporte the number of seconds required for a variety of cars to accelerate from 0 to 30 mph. The cars were al classified into six categories according to type. The following boxplots display the distribution of acceleration times for each type of car: Upscale - Sports Small - Luxury - Large - Family - 2.5 3.5 4.5 Acceleration Time (in seconds) 4. Which type of car has the smallest median acceleration time? Туре

Q 4-6 refer to the following situation:The 1999 Consumer Reports new Car Buying Guide reporte the number of seconds required for a variety of cars to accelerate from 0 to 30 mph. The cars were al classified into six categories according to type. The following boxplots display the distribution of acceleration times for each type of car: Upscale - Sports Small - Luxury - Large - Family - 2.5 3.5 4.5 Acceleration Time (in seconds) 4. Which type of car has the smallest median acceleration time? Туре

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
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Can't seem to understand how would I calculate standard deviation to figure which car has largest.
**Department of Mathematics, Engineering, and Computer Science** **MAT 120 - Elementary Statistics 1** **Exam I Take Home** --- **1. Which type of car has the largest standard deviation of the acceleration time?** a. Family b. Large c. Luxury d. Small e. Sports f. Upscale --- **2. If the outliers were removed from the dataset of Small cars, which of the following would be least affected?** a) Mean b) Median
Transcribed Image Text:**Department of Mathematics, Engineering, and Computer Science** **MAT 120 - Elementary Statistics 1** **Exam I Take Home** --- **1. Which type of car has the largest standard deviation of the acceleration time?** a. Family b. Large c. Luxury d. Small e. Sports f. Upscale --- **2. If the outliers were removed from the dataset of Small cars, which of the following would be least affected?** a) Mean b) Median
**Educational Website Text** **Q4-6 Refer to the Following Situation:** The 1999 Consumer Reports New Car Buying Guide reported on the number of seconds required for a variety of cars to accelerate from 0 to 30 mph. The cars were also classified into six categories according to type. The following boxplots display the distribution of acceleration times for each type of car: **Boxplot Explanation**: The boxplot visualizes acceleration times for six types of cars: Upscale, Sports, Small, Luxury, Large, and Family. The x-axis represents acceleration time in seconds, while the y-axis lists the car types. - **Upscale**: Contains a wide range of acceleration times with notable outliers. - **Sports**: Wide range with relatively larger interquartile range. - **Small**: Narrow interquartile range with a couple of outliers. - **Luxury**: Relatively narrow interquartile range, showing more consistency. - **Large**: Narrower range, similar distribution to Luxury. - **Family**: Narrowest range, indicating uniform acceleration times. **4. Which type of car has the smallest median acceleration time?** a. Family The Family cars have the smallest median acceleration time, indicating they accelerate faster on average compared to other categories.
Transcribed Image Text:**Educational Website Text** **Q4-6 Refer to the Following Situation:** The 1999 Consumer Reports New Car Buying Guide reported on the number of seconds required for a variety of cars to accelerate from 0 to 30 mph. The cars were also classified into six categories according to type. The following boxplots display the distribution of acceleration times for each type of car: **Boxplot Explanation**: The boxplot visualizes acceleration times for six types of cars: Upscale, Sports, Small, Luxury, Large, and Family. The x-axis represents acceleration time in seconds, while the y-axis lists the car types. - **Upscale**: Contains a wide range of acceleration times with notable outliers. - **Sports**: Wide range with relatively larger interquartile range. - **Small**: Narrow interquartile range with a couple of outliers. - **Luxury**: Relatively narrow interquartile range, showing more consistency. - **Large**: Narrower range, similar distribution to Luxury. - **Family**: Narrowest range, indicating uniform acceleration times. **4. Which type of car has the smallest median acceleration time?** a. Family The Family cars have the smallest median acceleration time, indicating they accelerate faster on average compared to other categories.
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