Napkins I: The Code In the tigerstats package we find the data frame napkins: data(napkins) View(napkins) help(napkins) this was an observational study performed at Georgetown College. A small team of student researchers visited the Cafe several times during the lunch hour and recorded the sex of each student in the study as well as how many napkins each student used during the meal. The Research Question was: Who uses more napkins, on average, during lunch: a GC male or a GC female? The researchers decided to study their question by making a confidence interval. First they defined some parameters: Let mu1 = the mean number of napkins per student, for all male students at Georgetown. mu2 = the mean number of napkins per student, for all female students at Georgetown. The researchers would like to make a 95%-confidence interval for mu1 - mu2. Help them out: which of the following bits of R-code will give the researchers the results they need? Group of answer choices (  ) ttestGC(napkins~sex,conf.level=0.95)   (  ) ttestGC(sex~napkins,data=napkins)   (  ) ttestGC(napkins~sex,data=napkins)   (   ) ttestGC(napkins~sex,data=napkins,         first="male")   (   ) ttestGC(~napkins,data=napkins)

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Author:Amos Gilat
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Napkins I: The Code

In the tigerstats package we find the data frame napkins:

data(napkins)
View(napkins)
help(napkins)

this was an observational study performed at Georgetown College. A small team of student researchers visited the Cafe several times during the lunch hour and recorded the sex of each student in the study as well as how many napkins each student used during the meal.

The Research Question was:

Who uses more napkins, on average, during lunch: a GC male or a GC female?

The researchers decided to study their question by making a confidence interval. First they defined some parameters:

Let

mu1 = the mean number of napkins per student, for all male students at Georgetown.

mu2 = the mean number of napkins per student, for all female students at Georgetown.

The researchers would like to make a 95%-confidence interval for mu1 - mu2.

Help them out: which of the following bits of R-code will give the researchers the results they need?

Group of answer choices

(  ) ttestGC(napkins~sex,conf.level=0.95)
 
(  ) ttestGC(sex~napkins,data=napkins)
 
(  ) ttestGC(napkins~sex,data=napkins)
 
(   ) ttestGC(napkins~sex,data=napkins,
        first="male")
 
(   ) ttestGC(~napkins,data=napkins)
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