If the hazard function (i.e the instantaneous rate of death/failure) was given as, for a random survival time:
$h(t) = λ(2 + 2 \exp(−λt))$ for all $t > 0$,
how could find the survival function $S(t)$? Can anyone guide me? Thanks.
If the hazard function (i.e the instantaneous rate of death/failure) was given as, for a random survival time:
$h(t) = λ(2 + 2 \exp(−λt))$ for all $t > 0$,
how could find the survival function $S(t)$? Can anyone guide me? Thanks.
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