The distribution of the binomial random variable (X) has the following parametes: P=0,3 and n=9. Determine P(X>2) OA. 0.9160 OB. 0,1960 OC. 0,1715 OD. 1
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- Suppose x is a normally distributed random variable with μ=33 and σ=9. Find a value x0 of the random variable x. c. P(x>x0)=.10 d. P(x>x0)=.951/7.dO 14 Juel If X is random variable with parameter mean = 3 variance = 9 find 7... Find P(x> 0) 0.8413.a C 0.5 0.99 .c 0.4.d CSolve. Given independent random variables with means and standard deviations as shown, find the mean and standard deviation of the random variable X + Y. Round to two decimal places if necessary. Mean SD 41 8 Y 41 12 O A. µ= 82 and o = 14.422 O B. u = 82 and o = 9 O C. µ= 41 and o = 10 O D. µ=41 and o = 14,422 O E. µ= 82 and o = 20 Click to select your answer. MacBook Air FIO 20 F3 F7 esc 000 F4 FS
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