By the end of each academic year, students at the university will have either passed, failed or deferred the year. Experience has shown that in the Science Faculty: • 88 % of students who pass this year will also pass next year • 10% of students who pass this year will fail next year •X% of students who pass this year will defer next year • 52 % of students who fail this year will pass next year • Y% of students who fail this year will fail next year • 4 % of students who fail this year will defer next year •2% of students who defer this year will pass next year • 10% of students who defer this year will fail next year • 25 % of students who defer this year will defer next year. Construct a complete transition matrix for this situation, entering the correct values for X, Y a.
By the end of each academic year, students at the university will have either passed, failed or deferred the year. Experience has shown that in the Science Faculty: • 88 % of students who pass this year will also pass next year • 10% of students who pass this year will fail next year •X% of students who pass this year will defer next year • 52 % of students who fail this year will pass next year • Y% of students who fail this year will fail next year • 4 % of students who fail this year will defer next year •2% of students who defer this year will pass next year • 10% of students who defer this year will fail next year • 25 % of students who defer this year will defer next year. Construct a complete transition matrix for this situation, entering the correct values for X, Y a.
Glencoe Algebra 1, Student Edition, 9780079039897, 0079039898, 2018
18th Edition
ISBN:9780079039897
Author:Carter
Publisher:Carter
Chapter10: Statistics
Section10.6: Summarizing Categorical Data
Problem 28PPS
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