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[4x<(4)/(x)+3y=14],[(9)/(x)-4y=23]...

[4x<(4)/(x)+3y=14],[(9)/(x)-4y=23]

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Solve |(4-x,4+x,4+x),(4+x,4-x,4+x),(4+x,4+x,4-x)|=0

If |[4-x,4+x,4+x],[4+x,4-x,4+x],[4+x,4+x,4-x]|=0 find the value of x

If |[4-x, 4+x, 4+x], [4+x, 4-x, 4+x],[4+x, 4+x, 4-x]| = 0 find the value of x.

If |[4-x, 4+x, 4+x], [4+x, 4-x, 4+x],[4+x, 4+x, 4-x]| = 0 find the value of x.

Using properties of determinants. Find the value of 'x' |(4-x,4+x,4+x),(4+x,4-x,4+x),(4-x,4+x,4+x)|=0

|[x+4,x,x] , [x,x+4,x] , [x,x,x+4]|=16(3x+4)

evaluate: |(x+4,x,x),(x,x+4,x),(x,x,x+4)|

evaluate: |(x+4,x,x),(x,x+4,x),(x,x,x+4)|

Prove: |(x+4,x,x),(x,x+4,x),(x,x,x+4)|=16(3x+4)