Positive ×\times Positive = Positive.

Algebra Level 5

log(1+λ2)×1λ21+λ2×e1λ2>0\dfrac{\log(1+\lambda^2) \times |1-\lambda^2|}{\sqrt{1+\lambda^2} \times e^{1-\lambda^2}}>0

Find the set of all real values of λ\lambda for which the above inequality holds.


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