Casinos are required to verify that their games operate as advertised. American roulette wheels have 38 slots-18 red, 18 black and 2 green. In one casino, managers record data from a random sample of 200 spins of one of their American roulette wheels The table displays the results. Color Count Red 85 Black 99 Green 16 Which are appropriate hypotheses for testing whether the distribution of outcomes on this wheel is not what it should be? Ho Pred = 94.7, Pblack = 94.7, Pgreen = 10.5 Ha at least two of the pi's are incorrect Ho Pred= 85, Pblack = 99, Pgreen = 16 Ha at least two of the p;'s are incorrect Ho: each color is equally likely to appear Ha:each color is not equally likely to appear Ho: Pred = 38, Îblack 38green=38 Ha at least two of the pi's are incorrect = Ho: The distribution of outcomes is what it should be (the wheel is fair). Ha: The distribution of outcomes is not what it should be (the wheel is not fair).
Casinos are required to verify that their games operate as advertised. American roulette wheels have 38 slots-18 red, 18 black and 2 green. In one casino, managers record data from a random sample of 200 spins of one of their American roulette wheels The table displays the results. Color Count Red 85 Black 99 Green 16 Which are appropriate hypotheses for testing whether the distribution of outcomes on this wheel is not what it should be? Ho Pred = 94.7, Pblack = 94.7, Pgreen = 10.5 Ha at least two of the pi's are incorrect Ho Pred= 85, Pblack = 99, Pgreen = 16 Ha at least two of the p;'s are incorrect Ho: each color is equally likely to appear Ha:each color is not equally likely to appear Ho: Pred = 38, Îblack 38green=38 Ha at least two of the pi's are incorrect = Ho: The distribution of outcomes is what it should be (the wheel is fair). Ha: The distribution of outcomes is not what it should be (the wheel is not fair).
MATLAB: An Introduction with Applications
6th Edition
ISBN:9781119256830
Author:Amos Gilat
Publisher:Amos Gilat
Chapter1: Starting With Matlab
Section: Chapter Questions
Problem 1P
Related questions
Question
![Casinos are required to verify that their games operate as advertised. American roulette wheels have 38 slots-18 red, 18 black,
and 2 green. In one casino, managers record data from a random sample of 200 spins of one of their American roulette wheels.
The table displays the results.
Color
Count
Red
85
Black
99
Which are appropriate hypotheses for testing whether the distribution of outcomes on this wheel is not what it should be?
Green
16
Ho: Pred
= : 94.7, Pblack =
94.7, Pgreen = 10.5
Ha at least two of the pi's are incorrect
Ho: Pred 85, Pblack = 99, Pgreen
= 16
Ha at least two of the pi's are incorrect
Ho: each color is equally likely to appear
Ha:each color is not equally likely to appear
Ho: Pred =
18
38⁹.
Pblack
Ha at least two of the p;'s are incorrect
=
18, green
38⁹
=
2
38
Ho: The distribution of outcomes is what it should be (the wheel is fair).
Ha: The distribution of outcomes is not what it should be (the wheel is not fair).](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2Fec8216c7-9603-414d-880e-1b2c9e8c3a03%2Fe85a24b5-b195-4f4e-863b-4fd65d75918a%2Ffr76h3k_processed.png&w=3840&q=75)
Transcribed Image Text:Casinos are required to verify that their games operate as advertised. American roulette wheels have 38 slots-18 red, 18 black,
and 2 green. In one casino, managers record data from a random sample of 200 spins of one of their American roulette wheels.
The table displays the results.
Color
Count
Red
85
Black
99
Which are appropriate hypotheses for testing whether the distribution of outcomes on this wheel is not what it should be?
Green
16
Ho: Pred
= : 94.7, Pblack =
94.7, Pgreen = 10.5
Ha at least two of the pi's are incorrect
Ho: Pred 85, Pblack = 99, Pgreen
= 16
Ha at least two of the pi's are incorrect
Ho: each color is equally likely to appear
Ha:each color is not equally likely to appear
Ho: Pred =
18
38⁹.
Pblack
Ha at least two of the p;'s are incorrect
=
18, green
38⁹
=
2
38
Ho: The distribution of outcomes is what it should be (the wheel is fair).
Ha: The distribution of outcomes is not what it should be (the wheel is not fair).
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