Question: 2. F is right continuous, i.e., F(y) | F(x) as y V x. 3. F(x) + 1 and F(y) + 0 as x -+ co

2. F is right continuous, i.e., F(y) | F(x) as y

2. F is right continuous, i.e., F(y) | F(x) as y V x. 3. F(x) + 1 and F(y) + 0 as x -+ co and y - -0o. Let F the mixture of two distribution functions: F(x) = CF1() + (1 -c) F2(x), 0

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