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DEVOIR D’INFORMATIQUE EVIEWS NOMS ET PRENOMS DES PARTICIPANTS ABE ALIDA ADANTCH

DEVOIR D’INFORMATIQUE EVIEWS NOMS ET PRENOMS DES PARTICIPANTS ABE ALIDA ADANTCHEDE OKOU DESIRE NOM DU PROF : DR GBAME 1-UNE SAISIE DIRECTE DES DONNEES DANS EVIEWS ANNEES Q K L 1978 189.8 87.8 173.3 1979 172.1 87.8 165.4 1980 159.1 84 158.2 1981 135.6 78.3 141.7 1982 132 76.6 141.6 1983 141.8 76 148 1984 153.9 77.7 154.4 1985 171.5 79.1 163.5 1986 183 80 172 1987 173.2 77.6 161.5 1988 188.5 81.4 168.6 1989 205.5 87 176.5 1990 236 96.2 192.4 1991 257.8 104.4 205.1 1992 277.5 110 210.1 1993 291.1 107.8 208.8 1994 284.5 102.1 202.1 1995 274 97.2 213.4 1996 279.9 105.9 223.6 1997 297.6 113 228.2 1998 297.7 114.9 221.9 1999 328.9 124.1 228.8 2000 351.4 134.5 239 2001 360.4 139.7 241.7 2002 378.9 147.4 245.2 2003 375.8 148.9 237.4 2004 406.7 158.6 245.9 2005 416.3 167.1 251.6 2006 422.8 171.9 251.5 2007 418.4 173.1 245.1 2008 445.7 182.5 254.9 2009 457.3 189 259.6 2010 466.3 194.1 258.1 2011 495.3 202.3 264.6 2012 515.5 205.4 268.5 2013 544.1 215.9 275.4 2014 579.2 225 285.3 2015 615.6 236.2 297.4 2016 631.1 247.9 305 2-REPRESENTATION GRAPHIQUE DES VARIABLES Q K ET L 3-TESTONS LA NORMALITE ET LA LOGGNORMALITE DES VARIABLES Q K ET L (EN UTLISANT LE TEST DE JARQUE BERA)  TESTONS LA NORMALITE Q K L Mean 325.9436 133.0359 217.5718 Median 297.6000 113.0000 223.6000 Maximum 631.1000 247.9000 305.0000 Minimum 132.0000 76.00000 141.6000 Std. Dev. 143.0171 52.22474 45.85183 Skewness 0.443403 0.646923 -0.069960 Kurtosis 2.196303 2.142618 1.937949 Jarque-Bera 2.327576 3.914853 1.864735 Probability 0.312301 0.141221 0.393621 Sum 12711.80 5188.400 8485.300 Sum Sq. Dev. 777247.9 103642.1 79890.82 Observations 39 39 39  INTERPRETATION H0 X SUIT UNE LOI NORMALE H1 X N(0,1) NE SUIT UNE LOI NORMALE Si Jarque bera est inférieur à 5.99 on ne peut rejeter H0 Si Jarque bera est supérieur à 5.99 on rejeter H0 et on accepte H1 Comme la valeur les variables Q K et Le sont respectivement (2.32 ; 3.91 ; 1.86) inferieurs a 5.99 donc H0 suit une loi normale. On accepte H0 et on rejette H1  LOGNORMALITE LN_Q LN_K LN_L 1978 5.24597088617 5828 4.47506150064 1071 5.15502419672 1561 1979 5.14807570321 7494 4.47506150064 1071 5.10836678258 9591 1980 5.06953293534 3741 4.43081679884 3313 5.06386005533 3554 1981 4.90970937550 6295 4.36054760299 6758 4.95371214669 6635 1982 4.88280192258 6371 4.33859707674 6545 4.95300618125 962 1983 4.95441761409 8027 4.33073334028 6331 4.99721227376 4115 1984 5.03630304084 4834 4.35285525737 3601 5.03954663759 0676 1985 5.14458326660 5995 4.37071287477 3608 5.09681299033 7308 1986 5.20948615284 1421 4.38202663467 3881 5.14749447681 3453 1987 5.15444699612 8335 4.35156742718 9173 5.08450514266 2711 1988 5.23909800688 8066 4.39937527300 8495 5.12752904556 7755 1989 5.32544603393 629 4.46590811865 4584 5.17332087637 3351 1990 5.46383180502 5611 4.56642935767 1661 5.25957653823 1606 1991 5.55218409050 5088 4.64822967544 8539 5.32349766507 8335 1992 5.62582093318 6489 4.70048036579 2417 5.34758360785 0955 1993 5.67366685075 1578 4.68027765847 4897 5.34137685600 8484 1994 5.65073325356 6385 4.62595272517 062 5.30876262440 9576 1995 5.61312810638 8071 4.57677071146 6393 5.36316833886 7653 1996 5.63443239652 1408 4.66249525260 7361 5.40985874128 0944 1997 5.69575030295 8936 4.72738781871 2341 5.43022243742 7975 1998 5.69608626802 173 4.74406218485 471 5.40222682993 8548 1999 5.79575375319 5011 4.82108769221 0561 5.43284825950 5643 2000 5.86192517575 2996 4.90156419904 1894 5.47646355193 1511 2001 5.88721452573 4182 4.93949726626 2916 5.48769728770 9438 2002 5.93727231802 4555 4.99314997975 5236 5.50207420406 2056 2003 5.92905708697 9365 5.00327493968 9963 5.46974648217 5568 2004 6.00807581291 3179 5.06638530920 0747 5.50492494922 2147 2005 6.03140615420 093 5.11859243560 1348 5.52784052482 6286 2006 6.04689925399 6082 5.14691291238 8804 5.52744298953 9794 2007 6.03643791275 0714 5.15386946218 2164 5.50166629053 4068 2008 6.09964607995 251 5.20675017302 2546 5.54087131138 207 2009 6.12533963066 4009 5.24174701505 9643 5.55914198482 9935 2010 6.14482920381 4275 5.26837349017 4965 5.55334710672 4568 2011 6.20516363959 4192 5.30975174417 37 5.57821925168 0856 2012 6.24513730345 7015 5.32495929749 4458 5.59285091394 892 2013 6.29913305349 188 5.37481533752 0761 5.61822458629 4555 2014 6.36164784107 1506 5.41610040220 442 5.65354125821 9455 2015 6.42259740196 4724 5.46467890376 3262 5.69507803402 6055 2016 6.44746432859 0194 5.51302543904 1145 5.72031177660 7411 LN_Q LN_K LN_L Mean 5.687449 4.818715 5.359717 Median 5.695750 4.727388 5.409859 Maximum 6.447464 5.513025 5.720312 Minimum 4.882802 4.330733 4.953006 Std. Dev. 0.460959 0.380578 0.219584 Skewness -0.155844 0.282238 -0.347593 Kurtosis 1.865527 1.700047 1.937408 Jarque-Bera 2.249291 3.263831 2.620129 Probability 0.324768 0.195555 0.269803 Sum 221.8105 187.9299 209.0290 Sum Sq. Dev. 8.074365 5.503892 1.832248 Observations 39 39 39 H0 X SUIT UNE LOI NORMALE H1 X N(0,1) NE SUIT UNE LOI NORMALE Si Jarque bera est inférieur à 5.99 on ne peut rejeter H0 Si Jarque bera est supérieur à 5.99 on rejeter H0 et on accepte H1 Comme la valeur les variables Q K et Le sont respectivement (2.24 ; 3.26 ; 2.62) inferieurs a 5.99 donc H0 suit une loi normale. On accepte H0 et on rejette H1 4-LA PRODUCTION MOYENNE REALISEE SUR LA PERIODE D’ETUDE EST : 325.94 5-GENERONS DE NOUVELLES VARIABLES ANNEES PROD_T CAP_T TX_PRODQ TX_CAPK TX_L 1978 5.24597088617 5828 4.47506150064 1071 1979 5.14807570321 7494 4.47506150064 1071 - 0.09325605900 948376 0 - 0.04558568955 568382 1980 5.06953293534 3741 4.43081679884 3313 - 0.07553747821 034284 - 0.04328018223 234621 - 0.04353083434 099164 1981 4.90970937550 6295 4.36054760299 6758 - 0.14770584538 0264 - 0.06785714285 714289 - 0.10429835651 07459 1982 4.88280192258 6371 4.33859707674 6545 - 0.02654867256 637164 - 0.02171136653 895278 - 0.00070571630 20465372 1983 4.95441761409 8027 4.33073334028 6331 0.07424242424 242434 - 0.00783289817 2323686 0.04519774011 29944 1984 5.03630304084 4834 4.35285525737 3601 0.08533145275 035256 0.02236842105 263162 0.04324324324 324328 1985 5.14458326660 5995 4.37071287477 3608 0.11435997400 90968 0.01801801801 801791 0.05893782383 419685 1986 5.20948615284 1421 4.38202663467 3881 0.06705539358 600584 0.01137800252 844508 0.05198776758 409786 1987 5.15444699612 8335 4.35156742718 9173 - 0.05355191256 - 0.03000000000 - 0.06104651162 830608 000007 790698 1988 5.23909800688 8066 4.39937527300 8495 0.08833718244 803702 0.04896907216 494861 0.04396284829 721359 1989 5.32544603393 629 4.46590811865 4584 0.09018567639 257294 0.06879606879 606872 0.04685646500 593124 1990 5.46383180502 5611 4.56642935767 1661 0.14841849148 41849 0.10574712643 67816 0.09008498583 569409 1991 5.55218409050 5088 4.64822967544 8539 0.09237288135 593225 0.08523908523 908528 0.06600831600 831594 1992 5.62582093318 6489 4.70048036579 2417 0.07641582622 187739 0.05363984674 329496 0.02437835202 340322 1993 5.67366685075 1578 4.68027765847 4897 0.04900900900 90091 - 0.02000000000 000003 - 0.00618752974 7739091 1994 5.65073325356 6385 4.62595272517 062 - 0.02267262109 240818 - 0.05287569573 283862 - 0.03208812260 536406 1995 5.61312810638 8071 4.57677071146 6393 - 0.03690685413 005272 - 0.04799216454 456407 0.05591291439 881253 1996 5.63443239652 1408 4.66249525260 7361 0.02153284671 532838 0.08950617283 95062 0.04779756326 148073 1997 5.69575030295 8936 4.72738781871 2341 0.06323687031 082546 0.06704438149 19735 0.02057245080 500892 1998 5.69608626802 173 4.74406218485 471 0.00033602150 53762295 0.01681415929 203545 - 0.02760736196 319011 1999 5.79575375319 5011 4.82108769221 0561 0.10480349344 97816 0.08006962576 153166 0.03109508787 742229 2000 5.86192517575 2996 4.90156419904 1894 0.06840985101 854668 0.08380338436 744565 0.04458041958 041953 2001 5.88721452573 4182 4.93949726626 2916 0.02561183836 084235 0.03866171003 717463 0.01129707112 970707 2002 5.93727231802 4555 4.99314997975 5236 0.05133185349 611543 0.05511811023 62206 0.01448076127 430699 2003 5.92905708697 9365 5.00327493968 9963 - 0.00818157825 2837071 0.01017639077 34057 - 0.03181076672 104398 2004 6.00807581291 3179 5.06638530920 0747 0.08222458754 656726 0.06514439220 953652 0.03580454928 390901 2005 6.03140615420 093 5.11859243560 1348 0.02360462257 192039 0.05359394703 656999 0.02318015453 436352 2006 6.04689925399 6082 5.14691291238 8804 0.01561374009 128033 0.02872531418 312395 - 0.00039745627 98091984 2007 6.03643791275 0714 5.15386946218 2164 - 0.01040681173 131512 0.00698080279 232105 - 0.02544731610 337974 2008 6.09964607995 251 5.20675017302 2546 0.06524856596 55832 0.05430387059 503181 0.03998368013 0559 2009 6.12533963066 4009 5.24174701505 9643 0.02602647520 753875 0.03561643835 616438 0.01843860337 387218 2010 6.14482920381 4275 5.26837349017 4965 0.01968073474 743057 0.02698412698 412695 - 0.00577812018 4899846 2011 6.20516363959 4192 5.30975174417 37 0.06219172206 733861 0.04224626481 19527 0.02518403719 48857 2012 6.24513730345 7015 5.32495929749 4458 0.04078336361 800926 0.01532377656 945128 0.01473922902 494323 2013 6.29913305349 188 5.37481533752 0761 0.05548011639 185262 0.05111976630 963973 0.02569832402 234628 2014 6.36164784107 1506 5.41610040220 442 0.06451020033 082159 0.04214914312 181563 0.03594771241 830078 2015 6.42259740196 4724 5.46467890376 3262 0.06284530386 740326 0.04977777777 777773 0.04241149667 017163 2016 6.44746432859 5.51302543904 0.02517868745 0.04953429297 0.02555480833 0194 1145 938921 205765 893754 6-REPRESENTONS LES 5 VARIABLES GENEREES uploads/Industriel/ devoir-d.pdf