log(5x^4y^10/z^10)

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Solution for log(5x^4y^10/z^10) equation: 


Oblicz to!

(3*x-5)/(x^2-9) < 1

R/6 = 10/9

(5*y-15)/(6*y-18) = 0

5*x-(1/4) = 3*x-(5/4)

18/27 = 16/x

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