Another application is to model a bounded parameter. The likelihood of getting a tail or head is the same. The formula for PMF, CDF of Uniform distribution function are: The Mean and Variance of Uniform distribution are: Mean = (a+b)/2. The percentage of the probability is 1 divided by the total number of outcomes (number of passersby). Below includes tutorials showing how to write it as Latex code. Formulae for uniform distribution: Question 1: A random variable X has a uniform distribution over(-2, 2), (i) find k for which P(X>k) = 1/2 (ii) Evaluate P(X<1) (iii) P[|X-1|<1], (iii) P[|X -1| <1] = P[1-1
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