Question

F(y)F(y) and f(y)f(y) are the probability distribution function and density function respectively of a continuous variable YY in the interval (0,)(0, \infty). Which one of the following is TRUE?

MCQ

F(y)=yf(x)dxF(y) = \int_{y}^{\infty} f(x) dx

F(y)=0yf(x)dxF(y) = \int_{0}^{y} f(x) dx

F(y)=df(y)dyF(y) = \frac{df(y)}{dy}

F(y)=1f(y)F(y) = 1 - f(y)

Solutions
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