- Messages
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7i) P(white box A) = 1/6
The clip taken from box A is placed in box B BEFORE a clip is taken from box B. So as the total number of clips in box B is 9 initially, it comes 10 later.
P( red clip from Box B) = 7/10
P (W,R) = 1/6 * 7/10 = 7/60
ii) Possible probabilities (W,R) (R,R)
The first combo was calculated in part i, for the second combo as a Red clip is taken from box A and placed in box B the number of red clips in Box B is now 8, and the total no of clip is not 10.
P (R,R) = 5/6 * 8/10 = 40/60
total probability =7/60 +40/60 = 47/60
iii) Find the conditional probability. P(R,R) = 40/60
probability that clip from box B red = 47/60
therefore P (R|R) = (40/60)/(47/60) = 40/47
iv) Since a clip is taken from each box, the probability of taking a red clip can be 0 , 1, or 2
for O P(W,W) = 1/6 * 3/10 = 3/60
For 1-
P (W,R) = 1/6 * 7/10 = 7/60
P (R, W) = 5/6* 2/10 = 10/60
Total = 17/60
For 2-
P(R,R) = 40/60
U're fast!!!! THANKS ALOT!!!