Multiple Linear Regression - Estimated Regression Equation
Vacatures[t] = + 69102.1319508772 -926.024591786786Consumentenvertrouwen[t] + 1529.41439826299producentenvertrouwen[t] -0.0510966580069667nietwerkendewerkzoekende[t] -4442.616338432economischegroei[t] + e[t]


Multiple Linear Regression - Ordinary Least Squares
VariableParameterS.D.T-STAT
H0: parameter = 0
2-tail p-value1-tail p-value
(Intercept)69102.13195087728293.3116458.332300
Consumentenvertrouwen-926.024591786786153.875303-6.01800
producentenvertrouwen1529.41439826299152.29480710.042500
nietwerkendewerkzoekende-0.05109665800696670.015278-3.34440.0011730.000587
economischegroei-4442.616338432711.826041-6.241200


Multiple Linear Regression - Regression Statistics
Multiple R0.72263598843952
R-squared0.522202771787963
Adjusted R-squared0.502499793304993
F-TEST (value)26.5037477576959
F-TEST (DF numerator)4
F-TEST (DF denominator)97
p-value7.32747196252603e-15
Multiple Linear Regression - Residual Statistics
Residual Standard Deviation5990.2985007334
Sum Squared Residuals3480716584.40522


Multiple Linear Regression - Actuals, Interpolation, and Residuals
Time or IndexActualsInterpolation
Forecast
Residuals
Prediction Error
14416428054.472202600116109.5277973999
24039936431.92251195313967.07748804693
33676334884.58729754961878.41270245041
43790339746.1810464435-1843.18104644348
53553235810.0476456047-278.047645604689
63553335536.6294286094-3.62942860941348
73211041969.0583720441-9859.05837204408
83337436858.3401595096-3484.3401595096
93546230098.06491237085363.93508762917
103350834397.1050890387-889.105089038684
113608032964.16493890353115.83506109648
123456031997.19915747632562.80084252368
133873740492.3784150563-1755.37841505632
143814435945.43194786502198.56805213496
153759435309.47124505792284.52875494212
163642431724.76292558304699.23707441704
173684332524.76877298584318.23122701417
183724634858.08796099682387.91203900319
193866127607.933155160511053.0668448395
204045436112.22352086434341.77647913574
214492843497.29134534021430.70865465976
224844133848.901587160814592.0984128392
234814042854.49842718295285.50157281706
244599844208.10509649931789.89490350068
254736944456.4507688022912.54923119797
264955445777.51532089313776.48467910687
274751039187.66678235498322.33321764513
284487342659.51052056442213.48947943559
294534441437.35322711943906.64677288056
304241344042.9940665292-1629.99406652918
313691238685.5971953264-1773.59719532638
324345246132.7871336051-2680.78713360515
334214238617.58471375933524.41528624066
344438238470.50220644095911.49779355911
354363637757.4757711885878.52422881199
364416740667.73391232613499.2660876739
374442341035.53415243023387.46584756976
384286836877.13284410215990.86715589786
394390834587.34907803759320.65092196252
404201333415.38081303038597.61918696973
413884632367.79578632836478.20421367171
423508735609.1286624861-522.128662486090
433302645260.6000237158-12234.6000237158
443464634658.3949197161-12.3949197161296
453713534449.51943867852685.48056132152
463798536139.52199992731845.47800007272
474312137367.82379255525753.17620744479
484372239522.06640975034199.93359024971
494363040651.79119944332978.20880055668
504223443140.8911898672-906.891189867241
513935140909.8909056911-1558.89090569111
523932736714.20546068812612.79453931186
533570431728.85987953293975.14012046708
543046628185.31379941412280.68620058590
552815533308.210752132-5153.21075213205
562925735724.5910558006-6467.5910558006
572999832415.1736204804-2417.17362048039
583252936310.3779001089-3781.37790010886
593478726608.24835871558178.7516412845
603385527033.01097764336821.98902235673
613455629857.13268430724698.86731569281
623134829172.74943156262175.25056843736
633080525010.56818113995794.43181886011
642835326227.35197302992125.64802697011
652451427818.045649982-3304.04564998198
662110633273.1357084174-12167.1357084174
672134625566.3333811368-4220.33338113682
682333529464.0067284783-6129.00672847826
692437930567.2041319656-6188.20413196562
702629025493.5826423893796.417357610708
713008424364.57994109185719.42005890821
722942931073.6552675832-1644.65526758320
733063227431.23674941903200.76325058096
742734933908.7958069672-6559.79580696718
752726429714.0503890574-2450.05038905739
762747427656.8709612175-182.870961217473
772448224146.1930736927335.806926307265
782145324546.6061149014-3093.60611490137
791878834832.5442287871-16044.5442287871
801928233989.3762323806-14707.3762323806
811971337268.3072400654-17555.3072400654
822191727600.9918421603-5683.99184216033
832381228175.0248733515-4363.02487335148
842378525816.8347956602-2031.83479566018
852469623333.41516928621362.58483071378
862456227155.0972995167-2593.09729951670
872358025831.6312044993-2251.63120449928
882493932483.8116230223-7544.81162302226
892389933456.8448652567-9557.84486525669
902145428877.9260009730-7423.92600097303
911976126324.806246967-6563.80624696699
921981523997.4782757931-4182.47827579312
932078021217.4313598365-437.431359836535
942346224314.1406504574-852.140650457438
952500524200.859359656804.140640344007
962472525222.2748243713-497.274824371342
972619833716.9150344123-7518.91503441235
982754333142.8625078004-5599.86250780044
992647131594.1990552076-5123.19905520757
1002655829381.9271607852-2823.92716078519
1012531724742.1326813945574.867318605512
1022289626367.4568509797-3471.4568509797


Goldfeld-Quandt test for Heteroskedasticity
p-valuesAlternative Hypothesis
breakpoint indexgreater2-sidedless
80.05705656787210790.1141131357442160.942943432127892
90.01884383790244770.03768767580489540.981156162097552
100.01808317555468100.03616635110936200.98191682444532
110.02071519504498770.04143039008997550.979284804955012
120.007865697483085580.01573139496617120.992134302516914
130.004551648144135080.009103296288270160.995448351855865
140.002300676687213530.004601353374427060.997699323312786
150.0008771393089320880.001754278617864180.999122860691068
160.0005375014433840090.001075002886768020.999462498556616
170.0002312734439644510.0004625468879289020.999768726556036
189.00228748117058e-050.0001800457496234120.999909977125188
197.20431568003076e-050.0001440863136006150.9999279568432
203.40349197805348e-056.80698395610695e-050.99996596508022
210.0001060690729663110.0002121381459326230.999893930927034
220.0005226747684071040.001045349536814210.999477325231593
230.002736058565045010.005472117130090020.997263941434955
240.002494856611959850.004989713223919690.99750514338804
250.002378782822762630.004757565645525270.997621217177237
260.001779436005847320.003558872011694640.998220563994153
270.001755204177233480.003510408354466960.998244795822766
280.002052923861031700.004105847722063400.997947076138968
290.001468524548615340.002937049097230680.998531475451385
300.001034296003861310.002068592007722620.998965703996139
310.004565029265956850.00913005853191370.995434970734043
320.003016425733121220.006032851466242450.996983574266879
330.002089590876987840.004179181753975680.997910409123012
340.001969493986807340.003938987973614670.998030506013193
350.00235913424932530.00471826849865060.997640865750675
360.002034683354527910.004069366709055820.997965316645472
370.001811846342989360.003623692685978720.99818815365701
380.001697559543607550.00339511908721510.998302440456392
390.001761698733633750.003523397467267500.998238301266366
400.002160959310137060.004321918620274110.997839040689863
410.002121979843803410.004243959687606820.997878020156197
420.002624662432527870.005249324865055750.997375337567472
430.00656135372517830.01312270745035660.993438646274822
440.006084823973496530.01216964794699310.993915176026503
450.004050465581331790.008100931162663570.995949534418668
460.004612249282372220.009224498564744430.995387750717628
470.01931444570369640.03862889140739290.980685554296304
480.04057704080650510.08115408161301020.959422959193495
490.05784876703680210.1156975340736040.942151232963198
500.07442826738972020.1488565347794400.92557173261028
510.08903845219313020.1780769043862600.91096154780687
520.1440142970705780.2880285941411570.855985702929422
530.1786725584032270.3573451168064530.821327441596773
540.2017042276705320.4034084553410640.798295772329468
550.2602500229957940.5205000459915890.739749977004206
560.2916039122221030.5832078244442060.708396087777897
570.2734189582305980.5468379164611970.726581041769402
580.2814705359919550.562941071983910.718529464008045
590.4198322938240830.8396645876481670.580167706175917
600.5898547557803640.8202904884392720.410145244219636
610.8136728447110180.3726543105779630.186327155288982
620.9135358254665420.1729283490669160.086464174533458
630.9586320820538070.0827358358923850.0413679179461925
640.9722396628206920.05552067435861670.0277603371793084
650.9795844242531250.04083115149375070.0204155757468754
660.9939360403978620.01212791920427620.00606395960213812
670.99663266922040.006734661559199360.00336733077959968
680.9970611572541280.005877685491743850.00293884274587192
690.996401262907640.007197474184720390.00359873709236019
700.9941929856064130.01161402878717440.00580701439358718
710.9950592055252960.009881588949407090.00494079447470354
720.9957421070043660.00851578599126830.00425789299563415
730.9983549940130780.003290011973844550.00164500598692227
740.9990355740953750.001928851809250080.00096442590462504
750.9995741820906950.0008516358186092530.000425817909304626
760.9999478166191230.000104366761754785.218338087739e-05
770.9999780185477544.39629044917057e-052.19814522458528e-05
780.9999745965590615.08068818775768e-052.54034409387884e-05
790.9999923184924071.53630151864082e-057.68150759320408e-06
800.999998020752533.95849494130434e-061.97924747065217e-06
810.9999993718865011.25622699789141e-066.28113498945704e-07
820.9999993625286531.27494269381119e-066.37471346905596e-07
830.9999981573278523.68534429537323e-061.84267214768661e-06
840.9999940901877921.18196244160114e-055.9098122080057e-06
850.9999890823938692.18352122624038e-051.09176061312019e-05
860.9999674314895256.51370209499556e-053.25685104749778e-05
870.9999059210729940.0001881578540121269.4078927006063e-05
880.9999964588301037.08233979372583e-063.54116989686291e-06
890.9999961444971747.71100565107532e-063.85550282553766e-06
900.9999819940056353.60119887302146e-051.80059943651073e-05
910.9999018639915930.000196272016814879.8136008407435e-05
920.9996263523184770.000747295363045940.00037364768152297
930.9989371391916060.002125721616787960.00106286080839398
940.9933048836154230.01339023276915340.0066951163845767


Meta Analysis of Goldfeld-Quandt test for Heteroskedasticity
Description# significant tests% significant testsOK/NOK
1% type I error level580.666666666666667NOK
5% type I error level690.793103448275862NOK
10% type I error level720.827586206896552NOK