5) A System OF linear equations and a reduced matrix For the system are given . 1 0 4 *+ 2y+ 42= 1 2 x - y 3 0 x+ zy+ 42: 2 10 0 0 1 ( a ) Use the reduced matrix to find the general Solution of the system, it the Exists. ( IF there is no Solution, Enter NO SOLUTION. If there are Infinitely many Solutions, Express your answers in terms OP 2 as in Examples 3.) ( X , y , 2 ) = CE ( b) IF multiple Solutions Exist, Find two Specific Solutions. ( Enter your answers as a Comma-Separated list OF Ordered triples. IF there is only Solutiony Enter that Solution as an ordered triple. IF there is no Solution enter NO SOLUTION. ) ( x, y , 2 ) = 1 The System OF equations may have a Unique Solution, an infinite number OF Solutions or no solution, Use matrices to Find the general Solution OF each system, if a Solution Exists. ( IF there is no solution, enter NO SOLUTION. If there are infinitely many Solutions, Express your answers in terms of Z) X + = 0 2 0 6X O X + 62 ( x , y , 2 ) = CE