Question

Solre te matrix by hand 7147 270913 28037 3007 34( 3007 34 4 F93 28037 341 43 7 Sr=?

solve the matrix by gauss jordan : its 3 order polynomial

Answer 1

34 3007 2803 27094 3 79 3 43 2 80 37 3 007 34 1 4 3 341 3 0 07 270943 28037 270943 3007 34 7147 20343 270943 270943 28037 3007 34 43 793 3007 4-3 34 99 98037 K R Rg 3007 34 27094 3I 28037 3007 7147 270 943 240 943 230 943 105.750036 7.71354861 53.43333134 29-8376559 9.627484 3.2154P8 19.68 0 62 6 55 24.8316559 105.750036 34 T70943 3007 2 8037 270943 7147 又7094 3 270343 0.505a786 0 072941333 0.28 2152678 3 315488 19 68069655 9.6974864 29-8376559

ag 8376 55I R 300 7 34 27094 3 270943 270 943 21094 3 O-072941333 0 S0Sa786 0.289159678 1 0390896 05 1. 208711707 4.6042919 (1. 308711707) Xy +1.0390 8 9605 = 4 .6042971 cdumn hasfpivot element nd in boa) Ae jination 0f Piwot heint Non zeto dment belo wtch im Mhalcdumn Pivot element ase gero all nbies called is No Pivot ehemmt лоvaрond 4ith olamn deamt have Pivotemet Here vaiabe cam take ny eal mumlber t 03 9089605 XI - 4.604297a3 4.6049979IA1 - I0390E I 6 05 2087107

2. 9 4 95 930 3 (08a15 267 1)3 (0.0739 41333) wa, -0.50578 1) 0.98a153678 X 2.9495 930I9 + 0073941333x1 0.505a 786 1. - 0. 39989829 2 714 3007 34 4 20343 97043 270943 270343 004138130) 0.0397 35395 + 0.00 12585673 0.03637824| 0 033765485 we choe get aoution as O.033765485 0.34989892 2. g49 5930I .