Standardized Residuals Analysis (2)
Standardized Residuals Analysis (2). Advanced practice questions on standardized residuals analysis. Online statistics practice with full solutions and step-by-step explanations.
Advanced standardized residuals practice — identifying patterns, visual interpretation. Continuation from Part 1.
Question 1
5.00 pts
1:
chi-square?
Explanation:
how many observed standard deviation. .
Question 2
5.00 pts
2:
?
Explanation:
O-E , standard deviation.
Question 3
5.00 pts
3:
r = 2. because ?
Explanation:
r=2 . calculate .
Question 4
5.00 pts
4:
r = -3. ?
Explanation:
large – .
Question 5
5.00 pts
5:
?
Explanation:
|r| 2 3 .
Question 6
5.00 pts
6:
chi-square?
Explanation:
because \( \chi^2 = \sum r^2 \), |r| large large more .
Question 7
5.00 pts
7:
observed () (). ?
Explanation:
14 small -20 Yes O-E → r .
Question 8
5.00 pts
8:
?
Explanation:
. No .
Question 9
5.00 pts
9:
r = 0?
Explanation:
O=E – Yes r=0.
Question 10
5.00 pts
10:
more ?
Explanation:
O-E r. r .
Question 11
5.00 pts
11:
because because variables?
Explanation:
. because r large .
Question 12
5.00 pts
12:
find because . ?
Explanation:
because O large E . more No .
Question 13
5.00 pts
13:
?
Explanation:
, . r , .
Question 14
5.00 pts
14:
H0 , distribution large?
Explanation:
, normal . because 2 , 3 .
Question 15
5.00 pts
15:
O equal 30 E equal 20. r?
Explanation:
calculate
\( r = \frac{O - E}{\sqrt{E}} = \frac{30 - 20}{\sqrt{20}} \approx \frac{10}{4.47} \approx 2.2 \).
\( r = \frac{O - E}{\sqrt{E}} = \frac{30 - 20}{\sqrt{20}} \approx \frac{10}{4.47} \approx 2.2 \).
Question 16
5.00 pts
16:
. large more?
Explanation:
large more r more , 2.8.
Question 17
5.00 pts
17:
?
Explanation:
, how many large equal .
Question 18
5.00 pts
18:
Yes large?
Explanation:
how many because r large . No .
Question 19
5.00 pts
19:
because Correct No find ?
Explanation:
: categories , .
Question 20
5.00 pts
20:
because ?
Explanation:
. No Yes .