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  1. B

    Probability that one random variable is greater than another

    I need to find the probability that a normally-distributed random variable is greater than a uniformly-distributed random variable. That is: X \sim \mathcal{N}(\mu, \sigma^2) Y \sim \mathcal{U}(0, 1) What I'm looking for is: Pr(X \ge Y). I got this thus far, but I'm not sure it's right, and...
  2. B

    Combining Bernoulli distributions

    Combining Bernoulli distributions [Solved] I'm looking for a way to find the standard deviation of a certain distribution. This distribution is created by performing n_0 Bernoulli trials with probability p_0. The number of successes is recorded as n_1. n_1 Bernoulli trials are then performed...