Ln(1/3x-5)0

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Solution for Ln(1/3x-5)0 equation: 


D( x )

(1/3)*x-5 <= 0

(1/3)*x-5 <= 0

(1/3)*x-5 <= 0

1/3*x-5 <= 0 // + 5

1/3*x <= 5 // : 1/3

x <= 5/1/3

x <= 15

x in (15:+oo)

ln((1/3)*x-5) < 0

ln((1/3)*x-5)+0 < 0 // - 0

ln((1/3)*x-5) < 0

ln((1/3)*x-5) in (-oo:0)

ln((1/3)*x-5) < ln(e^0)

(1/3)*x-5 < e^0

(1/3)*x-e^0-5 < 0

1/3*x-6 < 0 // + 6

1/3*x < 6 // : 1/3

x < 6/1/3

x < 18

x in (15:18)

(15:18)

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