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# Lab problem 8. Solution of systems of linear algebraic equations Calculate the determinant of the coefficient matrix 2) Solve the system of linear equations by the ...

## Question

###### Lab problem 8. Solution of systems of linear algebraic equations Calculate the determinant of the coefficient matrix 2) Solve the system of linear equations by the Gaussian method 3) Solve the system of linear equations by the method of matrix inversion (4n +42+.3+214 =2 4 + 2r2" 2x3 +24=0 41 +32 2X3 - ~4 =2 2n1 312 - 313 214 =0 211-X2 +513+344 =-1 311 + 512 Ar, 2x4 = [ 411 +Sr2 +43 -414 = 8 41 Tx2 6x3 " 214 4- + 2X3 " 7=l 2n1 +42 +3 +4=2 211 +313 +44=4 211 2x2 " +213 +314 F

Lab problem 8. Solution of systems of linear algebraic equations Calculate the determinant of the coefficient matrix 2) Solve the system of linear equations by the Gaussian method 3) Solve the system of linear equations by the method of matrix inversion (4n +42+.3+214 =2 4 + 2r2" 2x3 +24=0 41 +32 2X3 - ~4 =2 2n1 312 - 313 214 =0 211-X2 +513+344 =-1 311 + 512 Ar, 2x4 = [ 411 +Sr2 +43 -414 = 8 41 Tx2 6x3 " 214 4- + 2X3 " 7=l 2n1 +42 +3 +4=2 211 +313 +44=4 211 2x2 " +213 +314 F | n+2 +313 ~X4=2 211 + 2x2 " +3r3 +414 =0 211 +2 + 5x3 -244 =3 211 212 +3X3 4514 T1 +2r2 ~X3-4=0 10 . (2n 2X2 +3 | .4=1 211 + 312 ~X3+=3 211 +312 213 +14 =] 211 Sx2 +2x3 +44=3 4n S12 +4x3 +314 =1 (3.1 +S12 +.3+214 =5 611 S12 " +.3+.4=5 4++3+.4=2 113 (2n1 3r2 " 3r3 314 4+212 + 2x3 214 F 4 211 2x2 " 2*3 +314 =5 211 + 3r2 +4x3 +414 =7 21 + 2x2 +3 + 214 =4 311 Ax 5X3 614 = 9 211 212 +3+.4=3 ++X3 =] 12. 41 2x2 13 2x4 F1 T1 +2r2 2r; +4=0 41 +412 2r3 +44=2 211 3x2 Ax; 214 = 0 211 6.2 43 + 3x4 F5 3. + 4r2 513 +314 =0 21 +Sr2 + 213 +214 =3 211+2+,3+44=2 13 4 + 2r2 " ~14 =0 211 + 2x2 +3+4=3 21 + X2 +3x3 14=3 211 + 2r2 7 2x, - +.4 =3 4 + 2r2  +3r3 ~4 =0 211 212 2x3 +314 =1 21, + 2x2 7 +S.3 ~4=1  #### Similar Solved Questions

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