A standard quality control measurement is made during the
manufacture of electronic components to look for the causes of
defects in manufacturing. Assuming that 1.5% of the defects will be
due to mechanical assembly, and 34% of the defects will be due to
soldering, calculate the following:
(a) What is the exact probability that 2 or more, from a sample of
100 randomly selected electronic components, will have defects due
to mechanical assembly?
(b) What is the probability that 25 or more, from a sample of 100
randomly selected electronic components, will have defects due to
soldering?
(c) What is the probability that 35 or less, from a sample of 100
randomly selected electronic components, will have defects due to
soldering?
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