Eli has a jar full of marbles. In the jar there are 13 blue marbles, 8...

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Eli has a jar full of marbles. In the jar there are 13 blue marbles, 8 red marbles and 12 purple marbles. a. She selects a marble at random from the jar. She does not replace the marble. She selects a second marble from the jar. What is the probability that the second marble is red given that the 1st marble was also red? What is the correct interpretation of this question? OA. P(red in the 2nd draw | red in the 1st draw) B. P(red in the 1st draw | red in the 2nd draw) C. P(red in the 1st draw or red in the 2nd draw) OD. P(red in the 1st draw and red in the 2nd draw) b. Find the probability that the second marble is red given that the 1st marble was also red. The probability is (round your answer to 3 decimal places). Eli has a jar full of marbles. In the jar there are 13 blue marbles, 8 red marbles and 12 purple marbles. a. She selects a marble at random from the jar. She does not replace the marble. She selects a second marble from the jar. What is the probability that the second marble is red given that the 1st marble was also red? What is the correct interpretation of this question? OA. P(red in the 2nd draw | red in the 1st draw) B. P(red in the 1st draw | red in the 2nd draw) C. P(red in the 1st draw or red in the 2nd draw) OD. P(red in the 1st draw and red in the 2nd draw) b. Find the probability that the second marble is red given that the 1st marble was also red. The probability is (round your answer to 3 decimal places).