Question

each trial, the mean of the distribution is assumed to be mp, where n is the number of independent trials. 4 Point Extra Credit: Derive the Expected Value of X by constructing a TABLE to describe the probability density funetion b and the cumulative distribution function for the binomial distribution with n-13 and p37 (forx-0,1,2, ...n). Solve using the binomial formula to 8 decimal places. Additional Point Extra Credit: Using the TABLE you constructed, also find the Varianee. Compare the value you fund with the assumed value of ơ2 for binomial distribution (

Answer 1

Bimsmial dstribution クB 13. 3\ m-i 2 Vani on te 2% 31 483030 osn 000539 o oto25167 0.lo517 28 0-107 68万 0-H26 8 4百 0.25 03-77

0.209 0.457871 5 :221468 681332 6013425 085764. - lo t852+ 566 16 冫. 0044863 + 1.0014804 0.01 463807-1.016 I 185 10. о. 0 0 0034388. 019 0 0005080 to20o810 0.000053기 4 1-02016 20) 12 13 0-000021356 10201614 5