Homework Help is Here – Start Your Trial Now!
Math
Statistics
P(DeathTrend) = 45/90 = 0.500 - P(AdultvacTrend) = 45/90 = 0.500 - P(increasing) = 43/90 = 0.478 - P(Decreasing) = 46/90- 0.511 P(Same) = 1/90 = 0.0111 P(DeathTrendu Increasing) = (20 + 22+ 24+ 1) = 68/90 =0. P(DeathTrendu Decreasing) = (20+24 +1+22) = 67/90 = 0 - P(DeathTrend U Same) (20 + 24 +1+ 0) = 45/90 = 0.500

P(DeathTrend) = 45/90 = 0.500 - P(AdultvacTrend) = 45/90 = 0.500 - P(increasing) = 43/90 = 0.478 - P(Decreasing) = 46/90- 0.511 P(Same) = 1/90 = 0.0111 P(DeathTrendu Increasing) = (20 + 22+ 24+ 1) = 68/90 =0. P(DeathTrendu Decreasing) = (20+24 +1+22) = 67/90 = 0 - P(DeathTrend U Same) (20 + 24 +1+ 0) = 45/90 = 0.500

Calculus For The Life Sciences
Calculus For The Life Sciences
2nd Edition
ISBN:9780321964038
Author:GREENWELL, Raymond N., RITCHEY, Nathan P., Lial, Margaret L.
Publisher:GREENWELL, Raymond N., RITCHEY, Nathan P., Lial, Margaret L.
Chapter13: Probability And Calculus
Section13.3: Special Probability Density Functions
Problem 52E
See similar textbooks
icon
Related questions
Question

Answer this question using the contingency Table and probailities. 

Varaible 1 is Death trend 

Vraiable 2 is AdultVacTrend

AutoSave O ff ProveitPortfolio_Part1-1 (1) - Saved to this PC - Search Ejaz Irfan EI File Design Layout References Mailings Review View Help A Share P Comments Home Insert Draw X Cut - A A" Aa v Ao O Find - Times New Roma v 12 AaBbCcI AaBbCcDd AaBbCcI AaBbC AABBCCD AaBbCcDc AaBbCcD AaBbCcD AaB AABBCCC AaBbCcD B Copy & Replace Paste I Style1 Dictate Sensitivity Editor Reuse S Format Painter BIU - ab- х, A - I v A - 1 Normal I No Spac. Heading 1 Heading 2 Heading 3 Heading 4 Heading 5 Title Subtitle Subtle Em.. A Select v Files Clipboard Font Paragraph Styles Editing Voice Sensitivity Editor Reuse Files P(DeathTrend n Decreasing ) = 24/90 = 0.267 P((DeathTrend n Same) = 1/90 = 0.0111 DeathTrend AdultVacTrend ТОTAL P((AdultVacTrendo Increasing) = 23/90 = 0.256 P((AdultVacTrend n Decreasing ) = 22 / 90 = 0.244 inc 20 23 43 P((AdultVacTrendn Same) = 0/90 = 0 P(DeathTrend | Increasing) = 20/ 43 = 0.465 - P(DeathTrend | Decreasing ) = 24/ 46 = 0.522 dec 24 22 46 P(DeathTrend | Same ) = 1/1 = 1 P(AdultVacTrend | Increasing) = 23 / 43 = 0.535 1 1 • P(AdultvacTrend | Decreasing) = 22 / 46 = 0.478 sam • P(AdultVacTrend Same ) = 0/1 = 0 P(Increasing | DeathTrend) = 20/45 = 0.444 ТОTAL 45 45 90 • P(Decreasing| DeathTrend) = 24 / 45 = 0.533 - P(Same| DeathTrend) = 1/45 = 0.0222 Probabilities P(Increasing | AdultVacTrend) = 23 / 45 = 0.511 P(Decreasing | AdultVacTrend) = 22/ 45 = 0.489 P(Same | AdultVacTrend) = 0/45 = 0 - P(DeathTrend) = 45 / 90 = 0.500 P(AdultVacTrend) = 45/ 90 = 0.500 P(Increasing) = 43/ 90 = 0.478 P(Decreasing ) = 46 / 90 = 0.511 P(Same) = 1/90 = 0.0111 P(DeathTrend u Increasing) = (20 + 22 + 24 + 1) = 68 / 90 = 0.756 P(DeathTrend U Decreasing ) = (20 + 24 +1 +22) = 67/90 = 0.744 P(DeathTrend u Same ) = (20 + 24 +1+ 0) = 45 / 90 = 0.500 P(AdultVacTrend u Increasing) = (20 + 23 + 22 + 0) = 65 / 90 = 0.722 P(AdultVacTrend U Decreasing ) = (23 + 24 + 22 + 0) = 69/ 90 = 0.767 P(AdultvacTrend u Same ) = (23 + 22 +0+ 1) = 46/ 90 = 0.511 P(DeathTrendn Increasing) = 20/90 = 0.222 Page 19 of 23 D Focus 3626 words 86% 9:42 AM 7/30/2021 1 | « | > | 1>
Transcribed Image Text:AutoSave O ff ProveitPortfolio_Part1-1 (1) - Saved to this PC - Search Ejaz Irfan EI File Design Layout References Mailings Review View Help A Share P Comments Home Insert Draw X Cut - A A" Aa v Ao O Find - Times New Roma v 12 AaBbCcI AaBbCcDd AaBbCcI AaBbC AABBCCD AaBbCcDc AaBbCcD AaBbCcD AaB AABBCCC AaBbCcD B Copy & Replace Paste I Style1 Dictate Sensitivity Editor Reuse S Format Painter BIU - ab- х, A - I v A - 1 Normal I No Spac. Heading 1 Heading 2 Heading 3 Heading 4 Heading 5 Title Subtitle Subtle Em.. A Select v Files Clipboard Font Paragraph Styles Editing Voice Sensitivity Editor Reuse Files P(DeathTrend n Decreasing ) = 24/90 = 0.267 P((DeathTrend n Same) = 1/90 = 0.0111 DeathTrend AdultVacTrend ТОTAL P((AdultVacTrendo Increasing) = 23/90 = 0.256 P((AdultVacTrend n Decreasing ) = 22 / 90 = 0.244 inc 20 23 43 P((AdultVacTrendn Same) = 0/90 = 0 P(DeathTrend | Increasing) = 20/ 43 = 0.465 - P(DeathTrend | Decreasing ) = 24/ 46 = 0.522 dec 24 22 46 P(DeathTrend | Same ) = 1/1 = 1 P(AdultVacTrend | Increasing) = 23 / 43 = 0.535 1 1 • P(AdultvacTrend | Decreasing) = 22 / 46 = 0.478 sam • P(AdultVacTrend Same ) = 0/1 = 0 P(Increasing | DeathTrend) = 20/45 = 0.444 ТОTAL 45 45 90 • P(Decreasing| DeathTrend) = 24 / 45 = 0.533 - P(Same| DeathTrend) = 1/45 = 0.0222 Probabilities P(Increasing | AdultVacTrend) = 23 / 45 = 0.511 P(Decreasing | AdultVacTrend) = 22/ 45 = 0.489 P(Same | AdultVacTrend) = 0/45 = 0 - P(DeathTrend) = 45 / 90 = 0.500 P(AdultVacTrend) = 45/ 90 = 0.500 P(Increasing) = 43/ 90 = 0.478 P(Decreasing ) = 46 / 90 = 0.511 P(Same) = 1/90 = 0.0111 P(DeathTrend u Increasing) = (20 + 22 + 24 + 1) = 68 / 90 = 0.756 P(DeathTrend U Decreasing ) = (20 + 24 +1 +22) = 67/90 = 0.744 P(DeathTrend u Same ) = (20 + 24 +1+ 0) = 45 / 90 = 0.500 P(AdultVacTrend u Increasing) = (20 + 23 + 22 + 0) = 65 / 90 = 0.722 P(AdultVacTrend U Decreasing ) = (23 + 24 + 22 + 0) = 69/ 90 = 0.767 P(AdultvacTrend u Same ) = (23 + 22 +0+ 1) = 46/ 90 = 0.511 P(DeathTrendn Increasing) = 20/90 = 0.222 Page 19 of 23 D Focus 3626 words 86% 9:42 AM 7/30/2021 1 | « | > | 1>
Approximating Binomial Probabilities Use the table above to determine the probability of the increasing response rates in the variable 1 sample data set happening by accident. To do this you'll need to find the binomial approximation of the probability that a sample of 45 days will have a probability that falls below the value you got in your contingency table assuming there's a 50% chance of a day not falling in the increasing group (inc) for variable 1. p= q=. approximated x value = X= O = /npq=. H = np = b (x<. Use the table above to determine the probability of the increasing response rates in the variable 2 sample data set happening by accident. To do this you'll need to find the binomial approximation of the probability that a sample of 45 days will have a probability that falls below the value you got in your contingency table assuming there's a 50% chance of a day not falling in the increasing group (inc) for variable 2. p=. approximated x value = n = q= X= H = np = b (x< O = Jnpq=.
Transcribed Image Text:Approximating Binomial Probabilities Use the table above to determine the probability of the increasing response rates in the variable 1 sample data set happening by accident. To do this you'll need to find the binomial approximation of the probability that a sample of 45 days will have a probability that falls below the value you got in your contingency table assuming there's a 50% chance of a day not falling in the increasing group (inc) for variable 1. p= q=. approximated x value = X= O = /npq=. H = np = b (x<. Use the table above to determine the probability of the increasing response rates in the variable 2 sample data set happening by accident. To do this you'll need to find the binomial approximation of the probability that a sample of 45 days will have a probability that falls below the value you got in your contingency table assuming there's a 50% chance of a day not falling in the increasing group (inc) for variable 2. p=. approximated x value = n = q= X= H = np = b (x< O = Jnpq=.
Expert Solution
steps

Step by step

Solved in 2 steps with 2 images

SEE SOLUTIONCheck out a sample Q&A here
Blurred answer
Knowledge Booster
Charts and Graphs for Data Visualization
Learn more about
Need a deep-dive on the concept behind this application? Look no further. Learn more about this topic, statistics and related others by exploring similar questions and additional content below.
Recommended textbooks for you
Calculus For The Life Sciences
Calculus For The Life Sciences
Calculus
ISBN:
9780321964038
Author:
GREENWELL, Raymond N., RITCHEY, Nathan P., Lial, Margaret L.
Publisher:
Pearson Addison Wesley,
College Algebra
College Algebra
Algebra
ISBN:
9781305115545
Author:
James Stewart, Lothar Redlin, Saleem Watson
Publisher:
Cengage Learning
College Algebra
College Algebra
Algebra
ISBN:
9781938168383
Author:
Jay Abramson
Publisher:
OpenStax
SEE MORE TEXTBOOKS