Question: Consider the following two boxes: Table 1 : Table for problem 5 : Box A , 1 0 Tickets Table 2 : Table for problem

Consider the following two boxes: Table 1 : Table for problem 5 : Box A , 1 0 Tickets Table 2 : Table for problem 5 : Box B , 8 Tickets Each ticket in the two boxes has both a color and a number on it . The key for the color is self - explanatory, namely R = Red, B = Blue, G = Green. Answer the following questions below based on the contents of the boxes. ( a ) One ticket is drawn from Box A . What is the conditional probability that the ticket is green given that it has a three on it ? ( b ) Two tickets are drawn from Box B without replacement. What is the probability that the first ticket is red and the second ticket is blue? ( c ) Two tickets are drawn from Box A with replacement. What is the probability that the sum of the numbers on the tickets is 4 ? ( d ) One ticket is drawn from Box A and one from Box B what is the conditional probability the number on the ticket from box B is greater than or equal to the number drawn from Box A , given that the ticket drawn from Box A is red? ( e ) Color and number are independent in Box A . Explain briefly. ( f ) Color and number are independent in Box B . Explain briefly. ( g ) The events "drawing a red ticket" and "drawing a ticket with a two on it " from Box B are mutually exclusive. Explain briefly

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