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Model Upaya Tangkapan x.y 200 6.4 1280 200 5.6 1120 200 6 1200 210 7.5 1575 210 6.5 1365 220 8.3 1826 220 7.7 1694 230 11.7 2691 230 10.3 2369 240 17.6 4224 240 18 4320 240 18.4 4416 Jumlah (EX) 2640 124 28080 Jumlah kuadrat (EXX) = EX^2 583600 1550.3 83739836 Jumlah dikuadratkan (EX)^2 6969600 15376 788486400 Rata-rata 220 10.3333333 2340 b1 0.285714 b0 -52.5238 y=a+bx y=bo+bix JKR 228.5714 =-52,5238 + JKT 268.9667 X=1 JKS 40.39524 X=2 dbr 1 X=n dbt 11 dbs 10 misal x=200 KTR 228.5714 y= KTS 4.039524 Fhit 56.58376 Ftab 4.964603 r 0.921853 r2 85% jadi, determinasi puny H0 b1=0 H1 kesimpulan: fhit > ftab, maka tolak HO = u b1≠0

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RLS 1ModelUpayaTangkapanx.y2006.412802005.61120SUMMARY OUTPUT200612002107.51575Regression Statistics2106.51365koefesien korelasiMultiple R0.92521237332208.31826koefesien determinasiR Square0.85601793572207.71694Adjusted R Square0.840019928623011.72691errorStandard Error2.008213902223010.32369jumlah dataObservations1124017.64224240184320ANOVADBJKKTFhitFtab24018.44416dfSSMSFSignificance FJumlah (EX)264012428080regresiRegression1215.7927832168215.792783216853.50778556910.0000449244Jumlah kuadrat (EXX) = EX^25836001550.383739836sisaResidual936.29630769234.0329230769Jumlah dikuadratkan (EX)^2696960015376788486400totalTotal10252.0890909091Rata-rata22010.33333333332340CoefficientsStandard Errort StatP-valueLower 95%Upper 95%Lower 95,0%Upper 95,0%b10.2857142857syarat r:b0Intercept-56.33230769239.1825440262-6.1347168640.0001718643-77.1046653914-35.5599499932-77.1046653914-35.5599499932b0-52.5238095238y=a+bxr mendekati 1 berarti x dan y eratb12000.30215384620.04130661797.31490161040.00004492440.20871178470.39559590760.20871178470.3955959076y=bo+bix dimutlakan --> relasi positif14.09846153851.5015384615KTR228.5714285714y=4.61904761924.09846153851.9015384615KTS4.039523809537.120.38Fhit56.583755746847.12-0.62Ftab4.9646027011510.1415384615-1.8415384615r0.9218531435610.1415384615-2.4415384615r285%jadi, determinasi punya dua definisi. bisa menggambarkan keragaman y yang digambarkan x sebesar 85% atau pendugaan ini mampu menggambarkan kondisi sesungguhnya sebesar 85%713.1630769231-1.4630769231813.1630769231-2.8630769231916.18461538461.4153846154H0b1=01016.18461538461.8153846154H1b101116.18461538462.2153846154kesimpulan: fhit > ftab, maka tolak HO = upaya mempengaruhi hasil tangkapan

RLS 2UpayaTangkapanXYctrl+shift+enter2006.412006.4X'X (2x2)122640blok 42005.612005.62x12 dan 12 x226405836002006120062107.512107.5(X'X)-117.369047619-0.0785714286blok 4 (invers X'X)2106.512106.5-0.07857142860.00035714292208.312208.32207.712207.7X'Y (2x1)124blok 223011.7123011.72808023010.3123010.324017.6124017.6BB0-52.5238095238x'x2x2maka B = 2x124018124018B10.2857142857x'y2x124018.4124018.4X'X-1 dan X'YORDO12X212X1124FK = (Eyi)2 / n nn 15376JKT = Y'Y-FKJKR = B'XY-FKJKS = Y'Y-B'X'Y = JKT-JKRFK1281.3333333333Y'Y1550.3JKT268.9666666667B'X'Y1509.90476190481x1 karena 1x2 dan 1x2JKR228.5714285714JKS40.3952380952dbr1dbt11dbs10KTR228.5714285714KTS4.0395238095Fhit56.5837557468Ftab4.9646027011H0b1=0H1b10KesimpulanFhit>Ftab-->tolak H0InterpretasiUpaya mempengaruhi hasil tangkapan

RLS 3pakanpenambahan bobot50.570.3SUMMARY OUTPUT100.8111.2Regression Statistics7.84Multiple R0.8346303014R Square0.6966077401150.5Adjusted R Square0.5449116101170.3Standard Error0.2641594591100.8Observations41111.27.84ANOVAdfSSMSFSignificance Fx'x433Regression10.32043956040.32043956044.59212598430.165369698533295Residual20.13956043960.0697802198Total30.46x'x-13.2417582418-0.3626373626-0.36263736260.043956044CoefficientsStandard Errort StatP-valueLower 95%Upper 95%Lower 95,0%Upper 95,0%Intercept-0.27912087910.4756160243-0.58686180630.6167171725-2.32553146441.7672897061-2.32553146441.7672897061x'y2.8pakan0.11868131870.05538287112.14292463340.1653696985-0.11961194270.3569745801-0.11961194270.356974580125.82.825.8RESIDUAL OUTPUT

ObservationPredicted penambahan bobotResidualsb0-0.279120879110.31428571430.1857142857b10.118681318720.5516483516-0.251648351630.9076923077-0.107692307741.02637362640.1736263736FK1.96 = (Eyi)2 / nY'Y2.42JKT0.46 = Y'Y-FKB'X'Y2.2804395604 JKR0.32043956040.32 =B'X'Y - FKJKS0.13956043960.14= Y'Y-B'X'Y atau JKT-JKRdbr1dbt3dbs2KTR0.3204395604KTS0.0697802198Fhit4.5921259843Ftab18.5128205111

RLS 4Konsentrasi o2 (mg/L)Penambahan bobot(g)xy5201520X'X (2x2)62441814182x6 dan 6 x22411262316233151315(X'X)-11.1666666667-0.2515115-0.250.0625519151910000X'Y (2x1)100455B02.9166666667Y=2,91667 +3,475xB13.4375setiap kenaikan 02 sebesar 1 mg?L akan emningatkan bobot sebesar 3,4375 gFK1666.6666666667Y'Y1864JKT197.3333333333B'X'Y1855.7291666667JKR189.0625JKS8.2708333333dbr1dbt5dbs4KTR189.0625KTS2.0677083333Fhit91.435768262Ftab7.7086474213H0B1=0H1B10KesimpulanFhit>Ftab-->tolak H0Interpretasikonsentrasi o2 mempengaruhi peningkatan bobot

RLS 5xy1113411723X'X (2x2)568112282x6 dan 6 x2689481133211519(X'X)-18.1724137931-0.58620689661165x25x1-0.58620689660.04310344838.1724137931-0.586206896618496X'Y (2x1)1360.04310344831802B055.1034482759B1-2.0517241379FK3699.2Y'Y3854JKT154.8B'X'Y3796.8620689656JKR97.6620689656JKS57.1379310344dbr1dbt4dbs3KTR97.6620689656KTS19.0459770115Fhit5.1277006639Ftab10.1279644835

RLB 1RLBX1X2Y127512X'X 4110263x4 dan 4x3 = 3x312561011030387211287926721174 13085(X'X)-175.6120689655-3.39655172412.775862069 4x34x1-3.39655172410.1724137931-0.2068965517Regression Statistics12962.775862069-0.20689655170.4482758621Multiple R0.9669608382X'Y36R Square0.9350132626976Adjusted R Square-0.1949602122223Standard Error1.2998673672x'x-1 dan x'yB026.0172413793Observations4B1-0.1379310345-2.0344827586ANOVAEy2/nFK324dfSSMSFSignificance FY'Y350Regression324.31034482768.10344827597.193877551ERROR:#NUM!Y'Y-FKJKT262722.0344827586-3315.0344827586619.017241379326.0172413793Residual11.68965517241.68965517242x1 dan 3x1 = 2x1B'X'Y348.3103448276-122.275862069168.275862069-46.1379310345-0.137931034536Total42699.9310344828-201.931034482899.9655172414-2.0344827586B'X'Y-FKJKR24.3103448276CoefficientsStandard Errort StatP-valueLower 95%Upper 95%Lower 95,0%Upper 95,0%JKT-JKRJKS1.6896551724Intercept26.017241379311.30302275612.30179501010.2609136178-117.6012798724169.635762631-117.6012798724169.635762631jumlah xdbr20065535ERROR:#NUM!0000jumlah variabel-1dbt3X1-0.13793103450.5397405463-0.2555506260.8407203301-6.99598491896.72012285-6.99598491896.72012285dbt-dbrdbs1X2-2.03448275860.8703054803-2.33766511270.2573348685-13.09276237229.023796855-13.09276237229.023796855JKR/DBRKTR12.1551724138JKS/DBSKTS1.6896551724KTR/KTSFhit7.1938775511Ftab199.4999999648RESIDUAL OUTPUT

ObservationPredicted YResiduals112.1206896552-0.1206896552210.3620689655-0.362068965537.91379310341.086206896645.6034482759-0.6034482759

RLB 2yx1x2xy6042351423560X'X 51551384423341233444155518743654133221332241138436539825038261382650(X'X)-15.4661753713-0.0506541692-0.13390927993419211192134-0.05065416920.0029559643-0.001484808952441-0.1339092799-0.00148480890.0065195056tentukan modelX'Y229uji hipotesis apakah x1 dan x2 berpengaruh terhadap y74316512B03.3257977861manualB10.6968907761B20.7561807303X'X =5155138FK10488.215551874365436.45578Y'Y1087313843653982376.2519655797JKT384.8(X'X)-1=a11a12a13B'X'Y10864.4519655797a21a22a23a31a32a33JKR376.2519655797JKS8.5480344203a11 =a22*a33-a32*a23dbr2a12 =a21*a33-a31*a23dbt4a13 =a21*a32-a31*a22dbs3a21 =a12*a33-a32*a13KTR188.1259827899a22 =a11*a33-a31*a13KTS2.8493448068a23 =a11*a32-a31*a12Fhit66.02429525a31 =a12*a23-a22*a13Ftab9.5520944959a32 =a11*a23-a21*a13a33 =a11*a22-a21*a12(X'X)-1a11116014091601409a12-114840-14840a131-39231-39231a21-114840-14840a221866866a23-1435-435a311-39231-39231a32-1435-435a331191019102.775862069cara dapat 292967X'X51551381555187436513843653982(X'X)-11601409-14840-39231-14840866-435-39231-4351910 = 5*1601409+155*-14840+138*-39231 = 292967(X'X)-1 -->____1____x1601409-14840-39231292967-14840866-435-39231-4351910 -->5.4661753713-0.0506541692-0.1339092799-0.05065416920.0029559643-0.0014848089-0.1339092799-0.00148480890.0065195056

RLB 3jumlah pancinghaulingjumlah ABKGTpanjang main lineTriphasil tangkapanx1x2x3x4x5x6y5111236115375149711225881417311041082010014743203910024811778410615131199515168234x1x2x3x4x5x6y151112361153751491711225881417311014108201001474320319100248117784106115131199515168234

x1x2x3x4x5x6yx11x20.70342700321x3-0.3766818791-0.62951101691x40.28271507970.2907660339-0.52687210061x50.1918052427-0.48340262230.2050335318-0.2890808421x60.3343826201-0.14215871890.6469357109-0.63012135250.55525338891y0.37930077120.730842995-0.98348702930.496955939-0.3537369152-0.64752578961

RLB 4x1x2x3x1x3x4yX'X540111425523611494039687134757258811011187124919352420100203425347593523705192481106(X'X)-158.3826676408-0.2628353655-1.6797155353-0.221062351411.29200024012.3241393077-108.1020831321-690.85356193-90.9211764636151995234-0.26283536550.01551117720.0082341321-0.00051825630411.29200-108.10208313216.3796230953.3866326596-0.2131546667643204-1.67971553530.00823413210.05602272640.004354564100411.2920-690.853561933.386632659623.04169920581.79099739165x45x1-0.221062351-0.00051825630.00435456410.0015122009000411.292-90.9211764636-0.21315466671.79099739160.6219561377X'Y802x1x3x4y4x5 dan 4x1679115236114917227411.2921745568411.2921745568411.2921745568411.292174556817258811069885411.2921745568411.2921745568411.2921745568411.29217455681420100203B652.5825560643411.2921745568411.2921745568411.2921745568411.29217455681924811060.1734940372411.2921745568411.2921745568411.2921745568411.29217455681151995234-21.7916452241-0.1152468751V(B)24012.33433039866.3796258025FK128640.823.0417089849Y'Y1415020.6219564017B'X'Y141090.707825443JKT12861.2JKR12449.9078254432thitttabBBBAJKS411.29217455684.211320262325.451699575S(B)154.959137615sb 0-3291.39086091324596.5559730417jumlah xdbr30.06868896152.5257921139sb 1-64.112208034164.4591961085jumlah variabel-1dbt4-4.53975772394.800178016sb 2-143.9643339928100.3810435447dbt-dbrdbs1-0.14613329860.7886421252sb 3-20.187529318219.9570355679darKTR4149.9692751477V(B)KTS411.2921745568Fhit10.0900759408Ftab215.7073453325

PR 2Hasil tangkapanaruscodkekeruhansuhu5012.515.454247010.61656266011.715.65325.54010.817502880131351254011185226

Teori RAL, RK, RFRAL dengan ulangan dan perlakuanRK (rancangan kelompok) dengan kelompok dan perlakuananova two factors without replicationRF (rancangan faktorial) dengan 2 faktor dan ada ulangan dalam faktoranova two factors wit replicationFaktor BFaktor aA1A2A3B1ulangan ke-1B2ulangan ke-2

RAL 1seseorang menyatakan kandungan klorofil diperairan akan mempengaruhi keberadaan ikan.untuk itu seseorang melakukan peneltian dengan hasil sbb:Anova: Single Factorulangankandungan klorofil254060SUMMARY19.411.512.388.36132.25151.29GroupsCountSumAverageVariance28.710.815.675.69116.64243.36Column 1435.48.850.736666666737.79.918.159.2998.01327.61Column 2443.910.9750.662549.611.712.992.16136.89166.41Column 3458.914.7257.1225ujilah apakah klorofil berbeda akan memberikan pengaruh berbeda terhadap keberadaan ikanANOVASource of VariationSSdfMSFP-valueF critulangankandungan klorofilBetween Groups70.7916666667235.395833333312.46088402110.00255233774.2564947291254060Within Groups25.56592.840555555619.411.512.388.36132.25151.2928.710.815.675.69116.64243.36Total96.35666666671137.79.918.159.2998.01327.6149.611.712.992.16136.89166.41Eyi35.443.958.9138.2rataan8.8510.97514.72511.5166666667Eyij138.2Eyij21687.96FK1591.60333333331591.6033333333JKT96.3566666667data-fkJKP70.7916666667Yi/jumlah ulangan-FKJKS25.565Dbp2DBS9DBT11KTP35.3958333333minimal ada 1 Ti 0KTS2.8405555556Fhit > Ftab --> tolak H0Ftab4.2564947291Klorofil berbeda memberikan pengaruh berbeda terhadap keberadaan ikanFhit12.4608840211

Sheet3ulangan15.695.675.595.525.695.65.585.235.75.525.55.5j17.0816.7916.6716.266.74Eyj2291.7264281.9041277.8889262.441113.9594Ey232.376132.148931.248130.2532.376131.3631.136427.0432.4930.470430.2530.25Eyij2371.396Ey66.74FK371.1856333333JKT0.2103666667JKP0.1341666667JKS0.0762DBP3jumlah variabel-1DBS8dbt-dbpDBT11jumlah seluruh variabel-1KTP0.0447222222KTS0.009525Fhit4.6952464275Ftab4.0661805566Fhit >Ftab = tolak H0

RAL 2sebuah percobaan dilakukan untuk menentukan pertumbuhan ikan dengfan menggunakan lima jenis ikan data yang diperoleh adalah sebagai berikut;akuariumikanjumlah ulangan berbedacupangmanfishbotiamas kokisepat112.810.611.710.711211.714.211.89.913.8311.514.710.715.9412.69.64324316yi48.639.523.540.940.7193.2Yi22361.961560.25552.251672.811656.49Eyi193.2EYi22381.36FK2332.892332.89Eyi^2/16JKT48.47JKP24.1741666667JKS24.2958333333Dbp4.000n-1DBS11.000dbt-dbsDBT15.000p-1KTP6.044KTS2.209Fhit < Ftabgagal tolak H0Ftab3.357Fhit2.736

RAL 3hasil analisis dari keempat universitas tsb ialah sbg berikut.ulangan1234158.759.260.755.9261.463.156.160.3360.964.557.360.9458.255.261.4559.158.1535417Anova: Single FactorSUMMARYGroupsCountSumAverageVarianceColumn 15298.359.661.983Column 23186.862.26666666677.5433333333Column 35287.457.484.472Column 44238.559.6256.3691666667298.3186.8287.4238.5ANOVA88982.8934894.2482598.7656882.25Source of VariationSSdfMSFP-valueF critEyij1011Between Groups43.541127451314.51370915033.14389467410.06170887143.4105336464Eyij260228.32Within Groups60.0141666667134.616474359

FK60124.7647058823Total103.555294117616JKT103.5552941176JKP43.541127451JKS60.0141666666Dbp3DBS13DBT16KTP14.5137091503KTS4.616474359Fhit3.1438946741Ftab3.4105336464Fhit < FtabH0i =0GAGAL tolak H0H1i 0terima H0maka bahan yang dikirim sama

RKsuhuikancupangmanfishbotiamas kokisepatneon2512.810.611.710.7117.42811.714.211.89.913.86.83011.514.713.610.715.99.23212.616.515.49.617.18.4Anova: Two-Factor Without Replication

SUMMARYCountSumAverageVariancelakukan uji hipotesis dengan menggunakan taraf nyata 0,05Row 1664.210.73.28untuk menguji hipotesis yang ada. Tentukan kesimpulan dan interpretasinyaRow 2668.211.36666666677.4506666667Row 3675.612.66.536Row 4679.613.266666666713.4546666667suhuikancupangmanfishbotiamas kokisepatneonyiColumn 1448.612.150.41666666672512.810.611.710.7117.464.2Column 2456146.11333333332811.714.211.89.913.86.868.2Column 3452.513.1253.06253011.514.713.610.715.99.275.6Column 4440.910.2250.31583333333212.616.515.49.617.18.479.6Column 5457.814.457.15Y.j48.65652.540.957.831.8Column 6431.87.951.1312.151413.12510.22514.457.9511.9833333333p4ANOVAk6Source of VariationSSdfMSFP-valueF crity287.6jumlah data sumRows24.326666666738.10888888894.02248801190.02764877743.2873821083yij3624.34jumlah data sumsqColumns123.3683333333524.673666666712.23959653860.00007427652.9012945362EyiError30.2383333333152.0158888889EYi2FK3446.4066666667Ey2/(p*k)Total177.933333333323JKT177.9333333333Eyij-FK atau total JKJKP24.3266666667sumsq Eyij / k-fkJKK123.3683333333sumsq Ey.j / p-fkJKS30.2383333333jkt-jkp-jkkDbp3p-1DbK5k-1SKDbJKKTFhitFtabDBT23EdbP324.32666666678.10888888894.02248801193.2873821083DbS15dbp*dbkK5123.368333333324.673666666712.23959653862.9012945362KTP8.1088888889S1530.23833333332.0158888889KTS2.0158888889T23177.9333333333KTK24.6736666667HipotesisperlakuanH0:i=0H1:minimal ada 1 0KelompokH0:j=0H1:minimal ada 1 j 0kesimpulanperlakuanFhit>Ftab --> tolak H0suhu berbeda mempengaruhi pertumbuhan ikankelompokFhit>Ftab --> tolak H0jenis ikan berbeda mempengaruhi pertumbuhan ikan