Senin, 12 Juni 2023

Jawaban UAS Statistika Akuntansi Genap TA.2022-2023

 jawaban UAS

Years

X / CO2 emissions (metric tons per capita)

Y / Forest area (% of land area)

XY

X²

Y²

1990

3,896326851

31,62450862

123,2194

15,18136

1000,11

1991

3,858114032

31,56881533

121,7961

14,88504

996,5901

1992

3,801810884

31,62046722

120,215

14,45377

999,8539

1993

3,767890721

31,56550897

118,9354

14,197

996,3814

1994

3,731384019

31,51249559

117,5852

13,92323

993,0374

1995

3,780965272

31,45734387

118,9391

14,2957

989,5645

1996

3,804548222

31,40158623

119,4688

14,47459

986,0596

1997

3,814748612

31,32902206

119,5123

14,55231

981,5076

1998

3,781727217

31,27943768

118,2903

14,30146

978,4032

1999

3,747783194

31,22196499

117,0132

14,04588

974,8111

2000

3,815788075

31,17069019

118,9407

14,56024

971,6119

2001

3,829821888

31,13581978

119,2446

14,66754

969,4393

2002

3,830834811

31,10120443

119,1436

14,6753

967,2849

2003

3,957400558

31,06608993

122,941

15,66102

965,1019

2004

4,085162452

31,03136289

126,7682

16,68855

962,9455

2005

4,183751025

30,99623804

129,6805

17,50377

960,7668

2006

4,265743211

30,97123082

132,1153

18,19657

959,2171

2007

4,371888288

30,94502979

135,2882

19,11341

957,5949

2008

4,3514153

30,92260522

134,5571

18,93482

956,2075

2009

4,250586627

30,89674808

131,3293

18,06749

954,609

2010

4,454105672

30,86996409

137,4981

19,83906

952,9547

2011

4,539725931

30,84438914

140,0251

20,60911

951,3763

2012

4,545692603

30,81984683

140,0975

20,66332

949,863

2013

4,581344238

30,79467396

141,081

20,98872

948,3119

2014

4,536889663

30,76956804

139,5981

20,58337

946,7663

Σ

110,4485624

840,3772971

3435,651

454,3412

26159,08

Uji - F                                                                                                                                                       

(JKreg a) = (ΣY)²/n =                    26156,81487                            b = n.ΣXY-ΣX.ΣY/n.ΣX²-(ΣX)² =      -0,818136056                          

[Jkreg a(b/a)] = b[ΣXY -( ΣX.ΣY/n)]  = 1,693856054                                                                                        

Jkres = ΣY² - {Jkreg a(b/a) + Jkreg(a)} = 0,569077496                                                                                    

RJKreg (a) = JKreg (a)   = 26156,81487                                                                                        

RJKreg(b/a) = Jkreg (b/a)  =  1,693856054                                                                                   

RJKres = Jkres/n-2  =   0,0227631                                                                               

Fhitung = RJKreg(b/a)/RJKres  =   74,41236329                                                                                           

Ftabel = F(a)(1,n-2) = 3,63                                                                                        

Jadi, Fhitung > Ftabel ; Ho ; Ditolak artinya ; Model Regresi linear sederhana dapat digunakan                                                        

konstanta a ;                                                                                                                                                            

α = ΣY-b.ΣX/n =                                          843,3893622                                                                                                           

Persamaa Regresi Linear Sederhana ;                                                                                                                                         

Y = α + b.X =                              =              843,3893622 - 0,81814X                                                                                           

Uji - t ;                                                                                                                                                     

Hiphotesis                                                                                                                                                               

r  =  n(ΣXY)-(ΣX.ΣY)/√[n.ΣX²-(ΣX)²][n.ΣY²-(ΣY)²]   =           -0,865171789           Strong Correlation's

t-hitung  =  r√n-2/√1-(r)²  =                                          5,644030087                                                                                           

t-tabel = 1,74                            n = 1

Jadi, t-hitung > t-tabel ; Ho ; Ditolak artinya ; Tingkat Tingkat tutupan hutan Sangat Berpengaruh terhadap emisi gas CO2 di dunia      





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