Question: Given equation ( y=frac{1}{left(1+x^{m} ight)^{n}} ) where ( m ) and ( n ) are unknown parameters, when ( x ) increases, will ( y

$Given equation \$ y=\\frac{1}{\\left(1+x^{m}\ ight)^{n}} \$ where \$ m \$ and$

Given equation \$ y=\\frac{1}{\\left(1+x^{m}\ ight)^{n}} \$ where \$ m \$ and \$ n \$ are unknown parameters, when \$ x \$ increases, will \$ y \$ increase? Please briefly explain why

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