Question: 1:03 2 b ? . 8 5G .| 63% If A and B are independent events, then P(A and B) = ? P(A) .P(A |

 1:03 2 b ? . 8 5G .| 63% If Aand B are independent events, then P(A and B) = ? P(A)
.P(A | B) P(A) .P(B | A ) P(A).P(B) O P(A)/P(B) OP(A)+ P(B) D Question 3 1 pts A box contains five blue

1:03 2 b ? . 8 5G .| 63% If A and B are independent events, then P(A and B) = ? P(A) .P(A | B) P(A) .P(B | A ) P(A).P(B) O P(A)/P(B) OP(A) + P(B) D Question 3 1 pts A box contains five blue marbles, three red marbles, and two green marbles. If you randomly draw marbles from the box, find the probability of drawing one red marble and two blue marbles, in that order, with replacement. Reduce if possible. P(red, blue, blue) = O A1:03 6 I3 \"3 9% 56 ..:II 63%- A box contains ve blue marbles, three red marbles, and two green marbles. If you randomly draw marbles from the box, nd the probability of drawing one red marble and two blue marbles, in that order, without replacement. Reduce if possible. P(red, blue, blue) = C Question 5 1 pts A tray contains 12 test vials for Covid19. Of the 12 vials, 5 tested positive and the other 7 tested negative. If 6 vials are selected at random, what is the probability that 3 are positive and 3 are negative? P(3 positive and 3 negative) = /

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