Questions 1-17 are related to the following | ||||||||
Below are the values for two variables x and y obtained from a sample of size 5. We want to build a regression equation based the sample data. |
ŷ = b₀ + b₁x | ||
y | x | |
18 | 5 | |
25 | 10 | |
9 | 5 | |
30 | 15 | |
46 |
18 |
15 | The x and y data are sample data from the population of X and Y to compute b₁ as an estimate of the population slope parameter β₁. The sample statistic b₁ is the estimator of the population parameter β₁. The estimated measure of dispersion of the sample statistic b₁ is, | |||||||
a | 0.4121 | |||||||
b | 0.4338 | |||||||
c | 0.4566 | |||||||
d | 0.4840 | |||||||
16 | The margin of error for a 95% confidence interval for β₁ is, | |||||||
a | 1.25 | |||||||
b | 1.31 | |||||||
c | 1.38 | |||||||
d | 1.45 | |||||||
17 | To perform a hypothesis test with the null hypothesis H₀: β₁ = 0, we need a test statistic. The test statistic for this hypothesis test is, | |||||||
a | 4.89 | |||||||
b | 5.13 | |||||||
c | 5.39 | |||||||
d | 5.66 |
15)
option C is correct 0.4566
16)
option D is correct : 1.45
17)
option A is correct 4.89
Get Answers For Free
Most questions answered within 1 hours.