The probability that a particular brand of smoke alarm will malfunction in the presence of smoke is 0.002. A batch of 100,000 such alarms was produced by independent production lines. Which
Of the following distributions would you use to figure out the probability that at most 5,000 of
Them will malfunction in case of a fire?
A) Hypergeometric distribution.
B) Poisson distribution.
C) Binomial distribution.
D) Uniform distribution.

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The Answer of The probability that a particular brand of smoke alarm will malfunction in the presence of smoke is 0.002. A batch of 100,000 such alarms was produced by independent production lines. Which
Of the following distributions would you use to figure out the probability that at most 5,000 of
Them will malfunction in case of a fire?
A) Hypergeometric distribution.
B) Poisson distribution.
C) Binomial distribution.
D) Uniform distribution.

The Probability That a Particular Brand of Smoke Alarm Will