1. The problem statement, all variables and given/known data Suppose you receive calls that follow a Poisson process model Y(t). There are two hypotheses, Hypothesis1: E[Y(t)] = λ1t = 71t and Hypothesis 2: E[Y(t)] = λ2t = 74t. Let t = 30 the number of calls be 2175. Find and compute a significance level α such that both Hypothesis1 and Hypothesis2 are accepted. 2. Relevant equations α = P( (u - E[Y] /stdY > c / stdY) 3. The attempt at a solution hypothesis 1: u= 71 std = sqrt(71) hypothesis 2: u = 74 std = sqrt(74) Am I suppose to take the minimum value of the p values of each?