My data-price column 3850 3999 5289 5800 5995 6495 6823 6897 6980 6999 6999 7500 7995 8199 8883 8989 8995 9000 9800 9991 10999 11999 12212 12900 13490 14499 15849 17500 18723 20990 Using the price column, recall your box plot from Part 2 and compute the 5 number summary of your data. Find the z score that corresponds to the first quartile. What probability corresponds to this z score? Find the z score that corresponds to the third quartile. What probability corresponds to this z score? In your own words (using complete sentences) describe why these probabilities make sense. (Hint: How do the box plot and the z table relate to one another?)
My data-price column 3850 3999 5289 5800 5995 6495 6823 6897 6980 6999 6999 7500 7995 8199 8883 8989 8995 9000 9800 9991 10999 11999 12212 12900 13490 14499 15849 17500 18723 20990 Using the price column, recall your box plot from Part 2 and compute the 5 number summary of your data. Find the z score that corresponds to the first quartile. What probability corresponds to this z score? Find the z score that corresponds to the third quartile. What probability corresponds to this z score? In your own words (using complete sentences) describe why these probabilities make sense. (Hint: How do the box plot and the z table relate to one another?)
Glencoe Algebra 1, Student Edition, 9780079039897, 0079039898, 2018
18th Edition
ISBN:9780079039897
Author:Carter
Publisher:Carter
Chapter10: Statistics
Section10.1: Measures Of Center
Problem 13PPS
Related questions
Question
My data-price column
3850
3999
5289
5800
5995
6495
6823
6897
6980
6999
6999
7500
7995
8199
8883
8989
8995
9000
9800
9991
10999
11999
12212
12900
13490
14499
15849
17500
18723
20990
- Using the price column, recall your box plot from Part 2 and compute the 5 number summary of your data.
- Find the z score that corresponds to the first
quartile . - What probability corresponds to this z score?
- Find the z score that corresponds to the third quartile.
- What probability corresponds to this z score?
- In your own words (using complete sentences) describe why these probabilities make sense. (Hint: How do the box plot and the z table relate to one another?)
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