Multiple Linear Regression - Estimated Regression Equation
[t] = + 9816.71428571429 + 57749.8571428572M1[t] + 29967.2857142857M2[t] + 36114.2857142857M3[t] + 28600M4[t] + 30189.4285714286M5[t] + 37174.4285714286M6[t] + 28012.2857142857M7[t] + 24847.4285714286M8[t] + 29802.1428571429M9[t] + 28653.4285714286M10[t] + 22942.8571428571M11[t] + e[t]


Multiple Linear Regression - Ordinary Least Squares
VariableParameterS.D.T-STAT
H0: parameter = 0
2-tail p-value1-tail p-value
(Intercept)9816.714285714291593.292466.161300
M157749.85714285722253.25580525.629500
M229967.28571428572253.25580513.299500
M336114.28571428572253.25580516.027600
M4286002253.25580512.692700
M530189.42857142862253.25580513.398100
M637174.42857142862253.25580516.498100
M728012.28571428572253.25580512.431900
M824847.42857142862253.25580511.027300
M929802.14285714292253.25580513.226300
M1028653.42857142862253.25580512.716500
M1122942.85714285712253.25580510.182100


Multiple Linear Regression - Regression Statistics
Multiple R0.953753337274862
R-squared0.909645428362938
Adjusted R-squared0.895841257696164
F-TEST (value)65.8964200256122
F-TEST (DF numerator)11
F-TEST (DF denominator)72
p-value0
Multiple Linear Regression - Residual Statistics
Residual Standard Deviation4215.45561425029
Sum Squared Residuals1279444754.57143


Multiple Linear Regression - Actuals, Interpolation, and Residuals
Time or IndexActualsInterpolation
Forecast
Residuals
Prediction Error
16889767566.57142857141330.42857142858
23868339784-1101.00000000001
34472045931-1210.99999999999
43952538416.71428571431108.2857142857
54531540006.14285714295308.85714285713
65038046991.14285714283388.85714285716
740600378292770.99999999999
83627934664.14285714291614.85714285714
94243839618.85714285712819.14285714286
103806438470.1428571429-406.14285714286
113187932759.5714285714-880.571428571436
12113799816.714285714281562.28571428572
137024967566.57142857142682.42857142857
143925339784-530.999999999998
1547060459311129
164169738416.71428571433280.28571428572
173870840006.1428571429-1298.14285714285
184926746991.14285714292275.85714285714
1939018378291189
203222834664.1428571429-2436.14285714286
214087039618.85714285711251.14285714286
223938338470.1428571429912.857142857144
233457132759.57142857141811.42857142857
24120669816.714285714292249.28571428571
257093867566.57142857143371.42857142857
263407739784-5707
274540945931-522.000000000002
284080938416.71428571432392.28571428572
293701340006.1428571429-2993.14285714285
304495346991.1428571429-2038.14285714286
31378483782919.0000000000011
323274534664.1428571429-1919.14285714286
333940139618.8571428571-217.857142857142
343493138470.1428571429-3539.14285714286
353300832759.5714285714248.428571428573
3686209816.71428571429-1196.71428571429
376890667566.57142857141339.42857142857
383955639784-227.999999999998
3950669459314738
403643238416.7142857143-1984.71428571428
414089140006.1428571429884.857142857146
424842846991.14285714291436.85714285714
433622237829-1607
443342534664.1428571429-1239.14285714286
453940139618.8571428571-217.857142857142
463796738470.1428571429-503.142857142856
473480132759.57142857142041.42857142857
48126579816.714285714292840.28571428571
496911667566.57142857141549.42857142857
5041519397841735
5151321459315390
523852938416.7142857143112.285714285717
534154740006.14285714291540.85714285715
545207346991.14285714295081.85714285714
553840137829572.000000000002
564089834664.14285714296233.85714285714
574043939618.8571428571820.142857142857
584188838470.14285714293417.85714285714
593789832759.57142857145138.42857142857
6087719816.71428571429-1045.71428571429
616818467566.5714285714617.42857142857
62505303978410746
6347221459311290
644175638416.71428571433339.28571428572
654563340006.14285714295626.85714285714
664813846991.14285714291146.85714285714
6739486378291657
683934134664.14285714294676.85714285714
694111739618.85714285711498.14285714286
704162938470.14285714293158.85714285714
712972232759.5714285714-3037.57142857143
7270549816.71428571429-2762.71428571429
735667667566.5714285714-10890.5714285714
743487039784-4914
753511745931-10814
763016938416.7142857143-8247.71428571428
773093640006.1428571429-9070.14285714286
783569946991.1428571429-11292.1428571429
793322837829-4601
802773334664.1428571429-6931.14285714286
813366639618.8571428571-5952.85714285714
823542938470.1428571429-3041.14285714286
832743832759.5714285714-5321.57142857143
8481709816.71428571429-1646.71428571429


Goldfeld-Quandt test for Heteroskedasticity
p-valuesAlternative Hypothesis
breakpoint indexgreater2-sidedless
150.01987956468078980.03975912936157960.98012043531921
160.01009468577359060.02018937154718120.989905314226409
170.06820425240415150.1364085048083030.931795747595849
180.0316397120598180.06327942411963610.968360287940182
190.01466423379985620.02932846759971240.985335766200144
200.01297207493563430.02594414987126850.987027925064366
210.006056280215106940.01211256043021390.993943719784893
220.002623485741125480.005246971482250960.997376514258875
230.00149753990587330.00299507981174660.998502460094127
240.0005973001445033810.001194600289006760.999402699855497
250.0002790688447774350.0005581376895548710.999720931155223
260.0007227473964623860.001445494792924770.999277252603538
270.0002933802474877020.0005867604949754040.999706619752512
280.0001224881413450590.0002449762826901180.999877511858655
290.0002457192035817150.000491438407163430.999754280796418
300.0003621465125276750.000724293025055350.999637853487472
310.000187965835713470.0003759316714269410.999812034164287
329.14952194500647e-050.0001829904389001290.99990850478055
334.89540972029661e-059.79081944059323e-050.999951045902797
344.72281654201402e-059.44563308402803e-050.99995277183458
351.91551243379037e-053.83102486758075e-050.999980844875662
361.26232983872647e-052.52465967745293e-050.999987376701613
376.01578492188566e-061.20315698437713e-050.999993984215078
383.29166089955676e-066.58332179911351e-060.9999967083391
396.92218324580249e-061.3844366491605e-050.999993077816754
407.08084632296651e-061.4161692645933e-050.999992919153677
412.91373818104951e-065.82747636209903e-060.999997086261819
421.22476394101003e-062.44952788202006e-060.999998775236059
437.43029305849702e-071.4860586116994e-060.999999256970694
442.93835807163586e-075.87671614327172e-070.999999706164193
451.21308404791246e-072.42616809582492e-070.999999878691595
464.42216013683699e-088.84432027367399e-080.999999955778399
471.9541305983361e-083.90826119667221e-080.999999980458694
481.03909717852606e-082.07819435705213e-080.999999989609028
495.45071855677963e-091.09014371135593e-080.999999994549281
504.24393750981851e-098.48787501963701e-090.999999995756062
511.37360450811527e-082.74720901623054e-080.999999986263955
525.24879562687852e-091.0497591253757e-080.999999994751204
532.04129969997238e-094.08259939994476e-090.9999999979587
545.67803626711218e-091.13560725342244e-080.999999994321964
551.9101691347072e-093.82033826941441e-090.999999998089831
562.05079669185176e-084.10159338370353e-080.999999979492033
577.65478899267271e-091.53095779853454e-080.999999992345211
586.90713418850673e-091.38142683770135e-080.999999993092866
591.84078650229557e-083.68157300459114e-080.999999981592135
607.62858060404536e-091.52571612080907e-080.999999992371419
611.31744546232892e-082.63489092465785e-080.999999986825545
621.1125746302497e-052.2251492604994e-050.999988874253698
633.02842204259328e-056.05684408518656e-050.999969715779574
649.64260619987445e-050.0001928521239974890.999903573938001
650.002099296964244110.004198593928488220.997900703035756
660.01662906534552950.03325813069105890.983370934654471
670.01803802339781180.03607604679562370.981961976602188
680.1923802833521530.3847605667043060.807619716647847
690.4188971974214180.8377943948428360.581102802578582


Meta Analysis of Goldfeld-Quandt test for Heteroskedasticity
Description# significant tests% significant testsOK/NOK
1% type I error level440.8NOK
5% type I error level510.927272727272727NOK
10% type I error level520.945454545454545NOK