Question: In forming binary numbers, the probability that an incorrect digit will appear is 0.002. If errors are independent, what is the probability of finding (i)

In forming binary numbers, the probability that an incorrect digit will

appear is 0.002. If errors are independent, what is the probability of finding

(i) 0, (ii) 1

and

(iii) more than one

errors in a 25 digit binary number. If computer forms 106 such 25-digit

binary numbers in a second, what is the probability that an incorrect

number is formed during one second period?

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