Show that the probability that a box chosen at random will contain at most two defective handphones is approximately 0.42 If 15 boxes are chosen at random, find the probability that 6 boxes will contain at most two defective handphones. Eighty (80) boxes are chosen at random. Calculate the probability that between 30 to 50,

A First Course in Probability (10th Edition)
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Chapter1: Combinatorial Analysis
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Question 6:
Handphone produced by a factory are packed in boxes. Each box contains 100 handphone. It is known
that 3% of the handphone produced are defective.
Show that the probability that a box chosen at random will contain at most two defective
handphones is approximately 0.42
b. If 15 boxes are chosen at random, find the probability that 6 boxes will contain at most two
defective handphones.
Eighty (80) boxes are chosen at random. Calculate the probability that between 30 to 50,
inclusive both, boxes containing at most two defective handphones.
а.
с.
Transcribed Image Text:Question 6: Handphone produced by a factory are packed in boxes. Each box contains 100 handphone. It is known that 3% of the handphone produced are defective. Show that the probability that a box chosen at random will contain at most two defective handphones is approximately 0.42 b. If 15 boxes are chosen at random, find the probability that 6 boxes will contain at most two defective handphones. Eighty (80) boxes are chosen at random. Calculate the probability that between 30 to 50, inclusive both, boxes containing at most two defective handphones. а. с.
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