(EPCAR 2011) Simplificando-se a expressão S = \frac{(x^{-2})...

(EPCAR 2011) Simplificando-se a expressão S = \frac{(x^{-2})^{22} \cdot \left((-x^{-2})^{22}\right)^{-1}}{x^{23} \left[(-x)^{32}\right]^{23}}, onde x \neq 0, x \neq 1 e x \neq -1, obtém-se:

$(EPCAR 2011) Simplificando-se a expressão S = \frac{(x^{-2})^{22} \cdot \left((-x^{-2})^{22}\right)^{-1}}{x^{23} \left[(-x)^{32}\right]^{23}}, onde x \neq 0, x \neq 1 e x \neq -1, obtém-se:$

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