For each of the following situations, identify the response variable and the populations to be compared, and give I, the ni, and N.
(a) A poultry farmer is interested in reducing the cholesterol level in his marketable eggs. He wants to compare two different cholesterol-lowering drugs added to the hen's standard diet as well as an all-vegetarian diet. He assigns 35 of his hens to each of the three treatments.
Response variable:
caloric intake
egg cholesterol level
diet cholesterol level
number of hens
number of marketable eggs laid
Populations: (Select all that apply.)
all eggs laid on a farm
hens on an all-vegetarian diet
all hens on a farm
hens on a standard diet and receiving one of two cholesterol-lowering drugs
eggs with different cholesterol levels
I =
n1 =
n2 =
n3 =
N =
(b) A researcher is interested in students' opinions regarding an additional annual fee to support non-income-producing varsity sports. Students were asked to rate their acceptance of this fee on a five-point scale. She received 93 responses, of which 32 were from students who attend varsity football or basketball games only, 18 were from students who also attend other varsity competitions, and 43 who did not attend any varsity games.
Response variable:
varsity sport played
number of students who attend varsity games
number of games attended
acceptance rating on a five-point scale
amount of annual fee paid
Populations: (Select all that apply.)
students who pay an annual fee
students who do not attend any varsity games
students who play sports
students who attend varsity football or basketball games
students who attend other varsity competitions
I =
n1 =
n2 =
n3 =
N =
(c) A professor wants to evaluate the effectiveness of his teaching assistants. In one class period, the 48 students were randomly divided into three equal-sized groups, and each group was taught power calculations from one of the assistants. At the beginning of the next class, each student took a quiz on power calculations, and these scores were compared.
Response variable:
course gradequiz score
rating of the professor on a five-point scale
rating of the assistant on a five-point scale
number of questions on the quiz
Populations: (Select all that apply.)
students in the three TA groups
students passing the course
all students at the school
the three teaching assistants
students who like their TA
I =
n1 =
n2 =
n3 =
N =

Answer:

Kindly check explanation

Step-by-step explanation:

POPULATION :

hens on an all-vegetarian diet

hens on a standard diet and receiving one of two cholesterol-lowering drugs

RESPONSE : cholesterol level

I = 3

n1 = 35

n2 = 35

n3 = 35

N = (35 + 35 + 35) = 105

2.)

RESPONSE :

Acceptance rating on a five-point scale

POPULATION :

Students who attend varsity football or basketball games

students who attend other varsity competitions

Student who do not attend any varsity games

I = 3

n1 = 32

n2 = 18

n3 = 43

N = (32 + 18 + 43) = 93

3.)

RESPONSE :

course gradequiz score

POPULATION :

Students in the three TA group

I = 3

Since, the samples were divided equally into 3, hence we have 48 / 3 16 per group

n1 = 16

n2 = 16

n3 = 16

N = 48

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