
#1
Nov1407, 04:07 PM

P: 13

1. The problem statement, all variables and given/known data
Assuming that the random time to failure of a relay is exponentially distributed with a failure rate lambda of 2 x 10^7 per hour, determin ethe time intervals between failures(years) which have 99%, 95%, 50%, 1%, and 0.1% probabilities of being exceeded 2. Relevant equations Reliability function 1 the cumulative distribution function 3. The attempt at a solution putting in the values of lambda 2 X 10^7 and hours per year of (24 x 31 x 12) my value is way off the mark for 99% which is 5.7, incidentally 95%, 50%, 1%, and 0.1% are 29.3, 394.6, 2628.5, and 3942.8 


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