Exercise 7. Let & be a real random variable whose c.d.f is Fε. 1. Find the c.d.f's of the following random variables in terms of F: • S=11- n = In() (assuming § > 0). 0 = exp(). 1 2. Suppose that is normally distributed with mean μ and variance o², i.e its p.d.f is given by 1 f(x) = e (x-2)² 202 2πσ (a) What is the p.d.f of (= (b) Find the p.d.f of C (folded normal distribution). Activate Windows

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