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Matrices115-Exercise 3(g)Examine whether the following systems of equations are consistent or inconsistent andconsistent find the complete solutions.1. x + y + z = 42.x+y+z=62x + 5y - 2z=3x-y+z=2x+7y-7z = 52x - y + 3z = 93. x + y + z = 1x+y+z=92x + y + z = 22x + 5y +7z = 52x +2y + 2z = 12x + y - z = 0x + y +z=66. x-3y - 8z = -10x+2y+3z = 103x + y - 4z = 0x +2y + 4z = 12x + 5y +6z = 137. 2x+3y + z = 98. x+y+42=6x+2y+3z = 63x +2y-2z = 93x + y + 2z = 85x + y + 2z = 135.​

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