MathematicsFor a unique value of ‘μ’ and ‘λ ‘ the system of equations given byx+y+z=6x+2y+3z=142x+5y+λz=μhas infinitely many solutions, then μ−λ4=_____

For a unique value of 'μ' and 'λ ' the system of equations given by
x+y+z=6x+2y+3z=142x+5y+λz=μ
has infinitely many solutions, then μλ4=_____

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    Solution:

    y+2z=8y+(λ6)z=μ281=2λ6=8μ28λ=8;μ=36μλ4=284=7

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