5. Suppose that X is a continuous random variable satisfies P(X > t) = ae aext + ße-ut, t>0, 0 Ве where a + B = 1, a > 0

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5. Suppose that X is a continuous random variable satisfies P(X > t) = ae aext + ße-ut, t>0, 0 Ве where a + B = 1, a > 0

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5. Suppose that X is a continuous random variable satisfies P(X > t) = ae aext + ße-ut, t>0, 0 Ве where a + B = 1, a > 0, ß>0, >0, u > 0. Compute E[X]. =
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