Suppose that B, C are independent, where B is Exponential with rate 1 = 1 and C is Uniform on [0,1]. Show that with prob
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Suppose that B, C are independent, where B is Exponential with rate 1 = 1 and C is Uniform on [0,1]. Show that with prob
Suppose that B, C are independent, where B is Exponential with rate 1 = 1 and C is Uniform on [0,1]. Show that with probability ~ 29.7% the random polynomial x2 + Bx+C will have two distinct real roots.
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