The probability that a man aged 50 years will die in a year is p. The probability that out of n men `A_(1)`, `A_(2)`, `A_(3)`, ….., `A_(n)` each aged 50 year, `A_(1)` will die and first to die is

The probability that a man aged x years will die in a year is p . The probability that out of n men A_(1),A_(2),A_(3),….A_(n) each aged x , A_(1) will die and be first to die is :

p is the probability that a man aged 'x' years will die in a year. Find the probability that out of 'n' men A_(1) , A_(2) ,….., A_(n) each aged x, A_(1) will die in a year and will be the first to die.

If p is the probability that a man aged x will die in a year,then the probability that out of n men A_(1),A_(2),A_(n) each aged x,A_(1) will die in an year and be the first to die is a.1-(1-p)^(n) b.(1-p)^(n) c.1/n[1-(1-p)^(n)] d.1/n(1-p)^(n)

If p is the probability that a man aged x will die in a year, then the probability that out of n men A_1,A_2, A_n each aged x ,A_1 will die in an year and be the first to die is 1-(1-p)^n b. (1-p)^n c. 1//n[1-(1-p)^n] d. 1//n(1-p)^n

If p is the probability that a man aged x will die in a year, then the probability that out of n men A_1,A_2, A_n each aged x ,A_1 will die in an year and be the first to die is a. 1-(1-p)^n b. (1-p)^n c. 1//n[1-(1-p)^n] d. 1//n(1-p)^n

If p is the probability that a man aged x will die in a year, then the probability that out of n men A_1,A_2, A_n each aged x ,A_1 will die in an year and be the first to die is a. 1-(1-p)^n b. (1-p)^n c. 1//n[1-(1-p)^n] d. 1//n(1-p)^n

If p is the probability that a man aged x will die in a year, then the probability that out of n men A_1,A_2, A_n each aged x ,A_1 will die in an year and be the first to die is a. 1-(1-p)^n b. (1-p)^n c. 1//n[1-(1-p)^n] d. 1//n(1-p)^n