Consider 3-out-of-5 (M-3, N=5) binary integration. Determine the required values of the single-trail probabilities Pp and...

 

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Consider 3-out-of-5 (M-3, N=5) binary integration. Determine the required values of the single-trail probabilities Pp and PFA such that the cumulative probabilities are PCFA = 10-8 and PcD = 0.99. You can use a small-probability approximation to solve for PE4, but finding PD will require some numerical trial-and-error; your Pp should be accurate to 2 decimal places. (Hint: the correct answer lies in the range 0.87<P, <0.92.) Consider 3-out-of-5 (M-3, N=5) binary integration. Determine the required values of the single-trail probabilities Pp and PFA such that the cumulative probabilities are PCFA = 10-8 and PcD = 0.99. You can use a small-probability approximation to solve for PE4, but finding PD will require some numerical trial-and-error; your Pp should be accurate to 2 decimal places. (Hint: the correct answer lies in the range 0.87<P, <0.92.)