QUESTION 6 Assume you are a new car salesperson. You want to determine which of 5 new types of vehicle your customers initially are most interested in. You position the cars in your salesroom and keep a record of which each new customer approaches when they first walk through showroom door. Does the distribution of choices differ from the expected 1/5 for each new vehicle? O Pearson'sr One sample z test O Goodness of fit chi-square O One-way between-subjects ANOVA

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QUESTION 6
Assume you are a new car salesperson. You want to determine which of 5 new types of vehicle your customers initially are most interested in. You
position the cars in your salesroom and keep a record of which each new customer approaches when they first walk through showroom door. Does
the distribution of choices differ from the expected 1/5 for each new vehicle?
Pearson's r
O One sample z test
O Goodness of fit chi-square
One-way between-subjects ANOVA
QUESTION 7
A political analyst interviews three groups of voters, democrats, republicans, and independents. Each subject then rates, using a 20-item scale,
how well they agree with the policies of the current administration. Is there a difference in the ratings? What statistical procedure would you use?
One-way between-subjects ANOVA
One-way within-subjects ANOVA
Two-way between-subjects ANOVA
O Independent samples chi-square
Transcribed Image Text:QUESTION 6 Assume you are a new car salesperson. You want to determine which of 5 new types of vehicle your customers initially are most interested in. You position the cars in your salesroom and keep a record of which each new customer approaches when they first walk through showroom door. Does the distribution of choices differ from the expected 1/5 for each new vehicle? Pearson's r O One sample z test O Goodness of fit chi-square One-way between-subjects ANOVA QUESTION 7 A political analyst interviews three groups of voters, democrats, republicans, and independents. Each subject then rates, using a 20-item scale, how well they agree with the policies of the current administration. Is there a difference in the ratings? What statistical procedure would you use? One-way between-subjects ANOVA One-way within-subjects ANOVA Two-way between-subjects ANOVA O Independent samples chi-square
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