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X^(x^2-3) = 5^(x^2 x)
Propiedades de los exponentes
x^2-3 Ln(X) = x^(x^2) x Ln(5)
Aplicando propiedades del Ln:
Ln( (x^2-3) Ln(x)) = [ x^2 Ln(x) + Ln(x)] Ln(5)
finalmente:
Ln((x^2-3) Ln(x))/ x^2 Ln(x)+Ln(x) = Ln(5)