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A package goods supplier designed a
new package (“white”) that it thought was more appealing than its old package
(“blue”). It conducted a 10-week trial of the two packages in selected
“matched” stores with the results shown below (sales in thousands of dollars).
|
Week 1
|
Blue
|
White
|
|
1
|
8.4
|
9.2
|
|
2
|
4.9
|
5.3
|
|
3
|
3.3
|
3.1
|
|
4
|
6.9
|
7.6
|
|
5
|
9.3
|
9.2
|
|
6
|
8.7
|
9.2
|
|
7
|
5.3
|
5.7
|
|
8
|
3.4
|
4.4
|
|
9
|
6.9
|
7.8
|
|
10
|
7.9
|
8.5
|
|
Question
6 of 11
The point estimate for the new
“White” package is . (Hint: Please enter numbers only and
round to one decimal point. For example, if you have 3.354, then enter 3.4;
if you have 3.335, enter 3.3.)
|
|
Question
7 of 11
The point estimate for the old
“blue” package is . (Hint: Please enter numbers only and
round to one decimal point. For example, if you have 3.354, then enter 3.4;
if you have 3.335, enter 3.3.)
|
|
Question
8 of 11
The standard deviation for the
“White” package is . (Hint: Please enter numbers only and
round to two decimal points. For example, if you have 3.354, then enter 3.35;
if you have 3.355, enter 3.36.)
|
|
Question 9 of 11
The standard deviation for the
“Blue” package is . (Hint: Please enter numbers only and
round to two decimal points. For example, if you have 3.354, then enter 3.35;
if you have 3.355, enter 3.36.)
|
|
Question
10 of 11
The 95% prediction interval
estimate for the new “White” package is, lower , and higher
. (Hint: Please enter numbers only and round to one decimal point. For
example, if you have 3.354, then enter 3.4; if you have 3.335, enter 3.3.)
|
|
Question
11 of 11
10.0 Points
The 95%
prediction interval estimate for the new “Blue” package is, lower
, and higher . (Hint: Please enter numbers only and round to one
decimal point. For example, if you have 3.354, then enter 3.4; if you have
3.335, enter 3.3.)
|