= f(t) Let T be an R.V. and its CDF is denoted by F(t). Define S(t) = 1 – F(t) = P(T > t). Then \(t) = S(t) is called ha
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= f(t) Let T be an R.V. and its CDF is denoted by F(t). Define S(t) = 1 – F(t) = P(T > t). Then \(t) = S(t) is called ha
= f(t) Let T be an R.V. and its CDF is denoted by F(t). Define S(t) = 1 – F(t) = P(T > t). Then \(t) = S(t) is called hazard function. Find the hazard function of the following. +2 (a) f(t) = dze (202) for t > 0 (b) f(t) (log t-u)2 202 1 tov 26 = e (log () is natural log)
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