for-the-function-hxx312hx-fracx312-identify-the-intervals-of-xxx-values-where-th

Question

For the function $h(x)=-\frac{12}{x^3}$ , identify the intervals of $x$ -values where the function increases and decreases as $x$ increases.

Accepted Answer

Decreases: None

Increases: $open paren negative infinity comma 0 close paren union open paren 0 comma infinity close paren$

Answer

Decreases: $open paren negative infinity comma 0 close paren union open paren 0 comma infinity close paren$

Increases: None

Answer

Decreases: None

Increases: $open paren negative infinity comma 0 close paren union open paren 0 comma infinity close paren$

Answer

Decreases: None

Increases: None

For the function h(x)=−12x3h(x)=-\frac{12}{x^3}h(x)=−x312, identify the intervals of xxx-values where the function increases and decreases as xxx increases.