Multiple Linear Regression - Estimated Regression Equation |
y[t] = + 98.8 + 2.38148148148147`x `[t] + e[t] |
Multiple Linear Regression - Ordinary Least Squares | |||||
Variable | Parameter | S.D. | T-STAT H0: parameter = 0 | 2-tail p-value | 1-tail p-value |
(Intercept) | 98.8 | 3.066235 | 32.2219 | 0 | 0 |
`x ` | 2.38148148148147 | 3.258918 | 0.7308 | 0.467819 | 0.233909 |
Multiple Linear Regression - Regression Statistics | |
Multiple R | 0.0947089920200564 |
R-squared | 0.00896979316945512 |
Adjusted R-squared | -0.0078273289802151 |
F-TEST (value) | 0.534007735940124 |
F-TEST (DF numerator) | 1 |
F-TEST (DF denominator) | 59 |
p-value | 0.467818896835352 |
Multiple Linear Regression - Residual Statistics | |
Residual Standard Deviation | 8.1124945289804 |
Sum Squared Residuals | 3882.94148148148 |
Multiple Linear Regression - Actuals, Interpolation, and Residuals | |||
Time or Index | Actuals | Interpolation Forecast | Residuals Prediction Error |
1 | 110.4 | 98.8 | 11.6000000000001 |
2 | 96.4 | 98.8 | -2.40000000000000 |
3 | 101.9 | 98.8 | 3.1 |
4 | 106.2 | 98.8 | 7.4 |
5 | 81 | 98.8 | -17.8 |
6 | 94.7 | 98.8 | -4.10000000000001 |
7 | 101 | 98.8 | 2.19999999999999 |
8 | 109.4 | 101.181481481481 | 8.21851851851852 |
9 | 102.3 | 101.181481481481 | 1.11851851851851 |
10 | 90.7 | 101.181481481481 | -10.4814814814815 |
11 | 96.2 | 101.181481481481 | -4.98148148148148 |
12 | 96.1 | 101.181481481481 | -5.08148148148149 |
13 | 106 | 101.181481481481 | 4.81851851851852 |
14 | 103.1 | 101.181481481481 | 1.91851851851851 |
15 | 102 | 101.181481481481 | 0.818518518518517 |
16 | 104.7 | 101.181481481481 | 3.51851851851852 |
17 | 86 | 101.181481481481 | -15.1814814814815 |
18 | 92.1 | 101.181481481481 | -9.0814814814815 |
19 | 106.9 | 101.181481481481 | 5.71851851851852 |
20 | 112.6 | 101.181481481481 | 11.4185185185185 |
21 | 101.7 | 101.181481481481 | 0.518518518518519 |
22 | 92 | 101.181481481481 | -9.18148148148148 |
23 | 97.4 | 101.181481481481 | -3.78148148148148 |
24 | 97 | 101.181481481481 | -4.18148148148148 |
25 | 105.4 | 101.181481481481 | 4.21851851851852 |
26 | 102.7 | 101.181481481481 | 1.51851851851852 |
27 | 98.1 | 101.181481481481 | -3.08148148148149 |
28 | 104.5 | 101.181481481481 | 3.31851851851852 |
29 | 87.4 | 101.181481481481 | -13.7814814814815 |
30 | 89.9 | 101.181481481481 | -11.2814814814815 |
31 | 109.8 | 101.181481481481 | 8.61851851851852 |
32 | 111.7 | 101.181481481481 | 10.5185185185185 |
33 | 98.6 | 101.181481481481 | -2.58148148148149 |
34 | 96.9 | 101.181481481481 | -4.28148148148148 |
35 | 95.1 | 101.181481481481 | -6.08148148148149 |
36 | 97 | 101.181481481481 | -4.18148148148148 |
37 | 112.7 | 101.181481481481 | 11.5185185185185 |
38 | 102.9 | 101.181481481481 | 1.71851851851852 |
39 | 97.4 | 101.181481481481 | -3.78148148148148 |
40 | 111.4 | 101.181481481481 | 10.2185185185185 |
41 | 87.4 | 101.181481481481 | -13.7814814814815 |
42 | 96.8 | 101.181481481481 | -4.38148148148149 |
43 | 114.1 | 101.181481481481 | 12.9185185185185 |
44 | 110.3 | 101.181481481481 | 9.11851851851852 |
45 | 103.9 | 101.181481481481 | 2.71851851851852 |
46 | 101.6 | 101.181481481481 | 0.418518518518511 |
47 | 94.6 | 101.181481481481 | -6.58148148148149 |
48 | 95.9 | 101.181481481481 | -5.28148148148148 |
49 | 104.7 | 101.181481481481 | 3.51851851851852 |
50 | 102.8 | 101.181481481481 | 1.61851851851851 |
51 | 98.1 | 101.181481481481 | -3.08148148148149 |
52 | 113.9 | 101.181481481481 | 12.7185185185185 |
53 | 80.9 | 101.181481481481 | -20.2814814814815 |
54 | 95.7 | 101.181481481481 | -5.48148148148148 |
55 | 113.2 | 101.181481481481 | 12.0185185185185 |
56 | 105.9 | 101.181481481481 | 4.71851851851852 |
57 | 108.8 | 101.181481481481 | 7.61851851851851 |
58 | 102.3 | 101.181481481481 | 1.11851851851851 |
59 | 99 | 101.181481481481 | -2.18148148148148 |
60 | 100.7 | 101.181481481481 | -0.48148148148148 |
61 | 115.5 | 101.181481481481 | 14.3185185185185 |