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Table 8 Regression analysis of the heavy metal content of the samples

From: Data analysis of heavy metal content in riverwater: multivariate statistical analysis and inequality expressions

Model summary

Model

R

R square

Adjusted R square

Std. error of the estimate

Change statistics

Durbin–Watson

R square change

F change

df1

df2

Sig. F change

 

0.836

0.698

0.640

132.18065

0.698

11.956

6

31

0.000

0.863

ANOVA

Model

Sum of squares

df

Mean square

F

Sig.

Regression

1,253,384.434

6

208,897.406

11.956

0.000b

Residual

541,623.431

31

17,471.724

  

Total

1,795,007.865

37

   

Coefficients

Model

Unstandardized coefficients

Standardized coefficients

t

Sig.

95.0% confidence interval for B

Correlations

Collinearity statistics

B

Std. error

Beta

Lower bound

Upper bound

Zero-order

Partial

Part

Tolerance

VIF

(Constant)

589.675

131.363

 

4.489

0.000

321.758

857.593

     

Ba

8.814

1.608

0.694

5.481

0.000

5.534

12.094

0.736

0.702

0.541

0.607

1.647

Cr

−51.508

16.046

−0.335

−3.210

0.003

−84.234

−18.781

−0.083

−0.499

−0.317

0.893

1.120

Fe

0.097

0.252

0.048

0.386

0.702

−0.417

0.612

0.387

0.069

0.038

0.640

1.561

Pb

201.610

424.407

0.056

0.475

0.638

−663.974

1067.194

0.338

0.085

0.047

0.689

1.451

Sr

−6.082

37.166

−0.020

−0.164

0.871

−81.882

69.719

0.275

−0.029

−0.016

0.680

1.471

V

16.486

8.954

0.251

1.841

0.075

−1.776

34.748

0.509

0.314

0.182

0.522

1.916

  1. aDependent variable: Sb.