Describe the structure of the data. Is it different than data you have examined before? Specifically, there are 24 rows in this data set, but the set provides information about 4,526 observations (the sum of the "count" column). Describe what each row represents. Each of the six departments (A-F) have four rows of data in this set corresponding to each of the following. 1st row Males who were admitted✔ 2nd row Males✔✔ who were not admitted✔ 3rd row who were admitted✔ Females Females 4th row who were not admitted. of the 4,526 applicants in this data set, 1,755 were admitted for an overall admission rate of approximately 39%. The admission rate for males was 45%, while the admission rate for females was 30%. Complete the following table using Section 3 in the Tutorial or by adding up the counts by hand for each category. (For example: add up all counts where Admission 1 and Sex 1 to get the number of males who were admitted.) Sex Number Admitted Male Female 1198✔ 557✔ Number Rejected 1493✔✔ 1278✔✔ Add this table in Minitab in a new worksheet and use Stat > Tables > Cross Tabulation and Chi Square to find the conditional distribution based on sex. (Round your answers to four decimal places.) admission rate for males within males, what proportion were admitted? 0.45 X admission rate for females within females, what proportion were admitted? 0.30 x
Describe the structure of the data. Is it different than data you have examined before? Specifically, there are 24 rows in this data set, but the set provides information about 4,526 observations (the sum of the "count" column). Describe what each row represents. Each of the six departments (A-F) have four rows of data in this set corresponding to each of the following. 1st row Males who were admitted✔ 2nd row Males✔✔ who were not admitted✔ 3rd row who were admitted✔ Females Females 4th row who were not admitted. of the 4,526 applicants in this data set, 1,755 were admitted for an overall admission rate of approximately 39%. The admission rate for males was 45%, while the admission rate for females was 30%. Complete the following table using Section 3 in the Tutorial or by adding up the counts by hand for each category. (For example: add up all counts where Admission 1 and Sex 1 to get the number of males who were admitted.) Sex Number Admitted Male Female 1198✔ 557✔ Number Rejected 1493✔✔ 1278✔✔ Add this table in Minitab in a new worksheet and use Stat > Tables > Cross Tabulation and Chi Square to find the conditional distribution based on sex. (Round your answers to four decimal places.) admission rate for males within males, what proportion were admitted? 0.45 X admission rate for females within females, what proportion were admitted? 0.30 x
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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