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Approximately 5% of the Bolts Coming Off a Production Line

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Approximately 5% of the bolts coming off a production line have serious defects. Two bolts are randomly selected for inspection. Find the probability distribution for x, the number of defective bolts in the sample.
a. P(x = 0) = P(both bolts are not defective)
______________
b. P(x = 1) = P(one bolt is defective)
______________
c. P(x = 2) = P(both bolts are defective)
______________
d. Find E(x).
______________
e. Find
Approximately 5% of the bolts coming off a production line have serious defects. Two bolts are randomly selected for inspection. Find the probability distribution for x, the number of defective bolts in the sample. a. P(x = 0) = P(both bolts are not defective) ______________ b. P(x = 1) = P(one bolt is defective) ______________ c. P(x = 2) = P(both bolts are defective) ______________ d. Find E(x). ______________ e. Find    . ______________ .
______________

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a. 0.9025;...

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