24. Two lots of large glass beads are available (A and B). Lot A has four beads, two of which are chipped; and lot B has five beads, two of which are chipped. Two beads are chosen at random from lot A and passed to lot B. Then, one bead is randomly selected from lot B. Find: (a) The probability that the selected bead is chipped. (b) The probability that the two beads selected from lot A were not chipped if the bead

A First Course in Probability (10th Edition)
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Chapter1: Combinatorial Analysis
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Problem 1.1P: a. How many different 7-place license plates are possible if the first 2 places are for letters and...
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24. Two lots of large glass beads are available (A and B). Lot A has four beads, two of which
are chipped; and lot B has five beads, two of which are chipped. Two beads are chosen
at random from lot A and passed to lot B. Then, one bead is randomly selected from lot
B. Find:
(a) The probability that the selected bead is chipped.
(b) The probability that the two beads selected from lot A were not chipped if the bead
selected from lot B is not chipped.
Transcribed Image Text:Task 3. Solve 24. Two lots of large glass beads are available (A and B). Lot A has four beads, two of which are chipped; and lot B has five beads, two of which are chipped. Two beads are chosen at random from lot A and passed to lot B. Then, one bead is randomly selected from lot B. Find: (a) The probability that the selected bead is chipped. (b) The probability that the two beads selected from lot A were not chipped if the bead selected from lot B is not chipped.
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