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Suppose that $10\text{ computer chips}$ are randomly selected from a large shipment.

If $95\%$ of the computer chips work properly, and each chip works independently of one another, what is the probability that exactly $8$ of the chips work?

A

$0.8323$

B

$0.2354$

C

$0.0352$

D

$0.0746$

E

$0.000023$

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