In a roll of two tetrahedron dice, each labeled one to four, let X be the sum
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In a roll of two tetrahedron dice, each labeled one to four, let X be the sum of the dice. Let A = {X is prime} and B1 = {X = 2}, B2 = {3 ≤ X ≤ 5}, B3 = {6 ≤ X ≤ 7}, and B4 = {X = 8}. Observe that the Bi’s partition the sample space. Illustrate the law of total probability by writing out formula 2.9 and finding the probabilities for each term in the equation.
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