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f(x)=x32+x−32−4(x+1x)\large f(x) = x^\frac 32 + x^{-\frac 32} - 4\left(x + \frac 1x\right) f(x)=x23+x−23−4(x+x1)
Find the minimum value of the function f(x)f(x)f(x) above for all permissible real xxx.
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