What is the value of Xbar? 197 187 191 201 211 What is the sample variance of X?
ID: 3047558 • Letter: W
Question
What is the value of Xbar?
197
187
191
201
211
What is the sample variance of X?
681
688
694
665
654
What is the sample standard deviation of Xbar?
5.46
5.35
5.30
5.41
5.68
What is the p-value for a hypothesis test that x=197?
.05
.07
.12
.03
.10
.022
.018
.024
.027
.030
2.81
2.35
3.35
3.03
2.60
.224
.252
.219
.211
.236
What is the value of SSE (Sum of Square Errors)?
28.04
25.54
26.43
26.86
27.93
What is the value of the variance of the sample regression Se2? (Hint: What is the regression d.f.?)
1.34
1.47
1.04
1.55
1.16
.0076
.0122
.0086
.0091
.0045
2.45
2.37
2.15
2.20
2.53
If you were to do a two-sided t-test, what are the critical t-values for =.02?
±2.500
±2.818
±2.508
±2.069
±2.074
Based on the above regression of this data, what is the unbiased estimator of Y when X is 225?
8.91
9.66
9.33
8.37
8.45
.02
50
1
200
.50
Suppose, instead of X, a regression was performed on the explanatory variable Z=0.2*X. The new value of R2 would be ____ times as large as the original.
200
.02
1
.20
20
Please exolain and show work, I really don't understand this
Explanation / Answer
#1.
Xbar = (sum of X)/n = 4485.333/24 = 186.888
Hence Xbar = 187
#2.
Variance = 15814.37/(24-1) = 687.58
Variance = 688
#3.
std. dev. = sqrt(variance) = sqrt(688) = 26.22
std. dev. of Xbar = 26.22/sqrt(24) = 5.35
#4.
Test statitics, t = (187 - 197)/5.35 = -1.8692
p-value = 0.07 (This is two tailed test and value is looked up from t-table for df = 23)
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