(8) Let X1B(n1, p), X2 ~ B(n2,p). By mgfs show that X1 + X2B(ni + n2, p) when X1, X2are independent.The following `proofs" are provided.(a) The stated result is false.(b) The mgf of Z = X1 + X2 equal to(근)nin2ni+n2This is the mgf of B(n1 + n2,p).(c) The mgf of Z = X1 + X2 equal to(1 – p + pe')" (1 – p + pe')"? = (1 – p + pe')" +n2 .This is the mgf of B(ni + n2,p).(d) The mgf of Z = X1 + X2 equal toThis is the mgf of B(n1 + n2,p).(e) None of the above.(a)(b)(c)(d)(e)N/A(Select One)

Given : x1 ~B(n1,p) x2~B(n2,p) where x1 and x2 are independent.

(1) Let X1 ~ B(n1, p). X2 ~ B(n2,p). By mgfs show that X1 + X2 ~ B(n1 + n2,p) when X1 , X2 are independent. The following "proofs" are provided. (a) The stated result is false. (b) The mgf of Z = Xı + X2 cqual to .(수). (수) n2 ni+n2 This is the mgf of B(n1 + n2,p). (6) The mgf of Z = X1 + X2 cqual to .(수) (1 – p + pe')" (1 – p + pe')": = (1 – p + pe')" +m² . This is the mgf of B(n1 + n2,p). d) The mgf of Z = X1 + X2 equal to This is the mgf of B(n1 + n2,p). te) None of the above.

(1) Let X1 ~ B(n1, p). X2 ~ B(n2,p). By mgfs show that X1 + X2 ~ B(n1 + n2,p) when X1 , X2 are independent. The following "proofs" are provided. (a) The stated result is false. (b) The mgf of Z = Xı + X2 cqual to .(수). (수) n2 ni+n2 This is the mgf of B(n1 + n2,p). (6) The mgf of Z = X1 + X2 cqual to .(수) (1 – p + pe')" (1 – p + pe')": = (1 – p + pe')" +m² . This is the mgf of B(n1 + n2,p). d) The mgf of Z = X1 + X2 equal to This is the mgf of B(n1 + n2,p). te) None of the above.

MATLAB: An Introduction with Applications

6th Edition

ISBN:9781119256830

Author:Amos Gilat

Publisher:Amos Gilat

Chapter1: Starting With Matlab

Section: Chapter Questions

Problem 1P

See similar textbooks

Similar questions

Find XCK) is X(2) = 2くz-)(マ-3) Ans: SCK) +uck)+ Į(3)*uck)
Given f(x, y, z) = 7x − 7y² + 6z², x = √u + v, y = (u + w) In(v), z = 2 – v + 7w. Find and of дw (Use symbolic notation and fractions where needed.) af ди af ди of дw || = = of of ди, ду ||
Which of the following is a contradiction? ○ ((PVQ) ⇒~ R) ^ (P^ QAR) O ((PVQ) ⇒~ R) ^ (Q⇒ (RV P)) O ((P VQ) ⇒~ R) V (Q⇒ (RV P)) O ((PVQ) ~ R) ^ (P^Q^~ R)
6a
Evaluate f (xz + yz²) dV for the box B: 0 ≤ x ≤ 5, 2 ≤ y ≤ 4, 0≤z≤ 2. (Use symbolic notation and fractions where needed.) ]] (x² + y2²) dv = B
If x) = V x-6, find the following. (a) 10) (b) x + 1) () +h) - Ax) (c)
Ex: find domain and vanye of y=\+5x D図 Sol: R min Jo=o ) ソ=l+0=1 小く Ex: S Find the domai- and vanye of 2 (x-2)+(リ+リータ Set (y+リ= 9-(x2); 1+1 = タ-(メー2) %3D 9= -\+ J9- (メ-2)2; 05ター (メ-2)2; (x-2 -3(メ-2)<3 ; -5X55] D4 (x-2)=9-(リ+ (x-2)=±59-(4+りこうX%=2ターC o5 タ-1リ+リン (3く9 -3S533-484く %3D Exi Find ranie
In a Evaluate: dax #/3=(In z)² A. V5 – V2 B. V1+ e? – 1+e C. v3+ ve D. V7-2 E. NO correct choices.
t Given that A =| u and det(A) = -5, evaluate the following: a. det(A) = b. det(AT) = С. det(3A) = d. det(A1) = - 3x Зу u +r v+s w+t е. t
Suppose FW = Ax+B, with F6)-r and F() - 8, pind F) interms of A,B,r,s