A system consists of two components connected in parallel. The first component has two subcomponents that are connected in series, and the lifetimes (i.e., time until failure) in hours of each of the subcomponents are random variables with an EXP(1/2) distribution. The second component of the system contains three subcomponents that are connected series, and the lifetimes of each of these subcomponents are random variables with an EXP(1/3) distribution. Assume that the lifetimes of all subcomponents in the system are independent of one another. Provide the CDF of the distribution of the time until failure of the entire system. Solution ims.gist.ac.kr/home/%20/2.pdf.