Can we tell what happens to the limit as $x$ approaches $\pm \infty$ of a hazard rate $h(x)$ defined for unspecified or generalized density as: $$ h(x)=A/(1-B) $$ where $A=f(x)$ is the density function, and $B=F(x)$ is the CDF.
The limit of hazard rate $h(x)=A/(1-B)$ as $x$ approaches $\pm \infty$
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calculus
probability
statistics
limits