Find the best predicted systolic blood pressure in the left arm given that the systolic blood pressure in the right arm is 100 mm Hg.
Right Arm |
102 |
101 |
94 |
79 |
79 |
Left Arm |
175 |
169 |
182 |
146 |
144 |
a) State the least square equation.
b) Is the model adequate? Explain. What test
determines this?
a)
Since, we know that
Degree of freedom (df) can be found out by n-2, where n is number of data points
df = n-2
df = 5-2
df = 3
critical value @ (df = 3 and \alpha = 0.01) = 0.959
Since, r = 0.8671 is between -0.959 and 0.959. Therefore, r is not significant
Since, we know that
Degree of freedom (df) can be found out by n-2, where n is number of data points
df = n-2
df = 5-2
df = 3
\alpha = 0.1
critical value @ (df = 3 and \alpha = 0.1) = 0.805
Since, r = 0.8671 is greater than 0.805. Therefore, r is significant
so it is significant at alpha =0.1 but not below that
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