MATH 1550H Quiz: MATH1550H-Quizzes (5)
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A fair (standard six-sided) die is tossed twice. Let b and c be the outcomes of the rst and second tosses respectively. [1: if e is the event that b = 1, determine p (e). [2: if f is the event that b2 4c, determine p (e). A fair two-sided coin has a thick at edge. If it is tossed, it can land heads up (h) or tails. Compute the probability of the up (t ) with equal likelihood, or land on edge (e), which occurs with a probability of 0. 01 = 1. With repeated tosses, their sum is computed by counting each h as 1 and each e as 1. H = 1, e = 1 following events: the coin landed on edge twice in the three tosses. [2: the sum of the three tosses is an even integer. You are pet-sitting three dogs and two cats.
