Exam Name_____ MULTIPLE CHOICE. Choose the one alternative that best completes the statement or answers the question .

229. no~alu~ee sana~ue N 6 230. Ha3~ase~ue CYEA 23 1. nomec~an cxehta noxn~nll no =Me: "3neqo~~ble ~a6nnm.1" 232. npammecltoe 3anaHue N 10 233. HTOMB~IR T~CT K rnase 2 "M~+op~almo~~oe ~onenupomne" 234.

... \LISREL 8.8 Student Examples\MGLIMEX as the PSF thai_**binom**.psf . The first portion of this file is shown in the following PSF window. Multilevel generalized linear modeling 3 SCHOOLID is the school identification variable. ...

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**binom**.test(x,n, p) Can you think of a way we could get a random sample of say.. I don ’t know, 20, 18 to 24 year olds??? Ok so lets count the number of left handers a

A. =**BINOM**.DIST(7,20,.15,1) B. =**BINOM**.DIST(8,20,.15,1) C. =1-**BINOM**.DIST(6,20,.15,1) D. =1-**BINOM**.DIST(7,20,.15,1) 4. A random variable follows the Student's t distribution.

... ^m\**binom**{j}{i}\alpha_j(M) =\**binom**{m}{i}\lambda_i. \end{equation} And now, using the equation (1) we obtain... And now, using the equation~(\ref{eqnmendelsohn}) we obtain...

(this is the probability that a **Binom**(2n+ 1;1=2) random variable takes a value >n). Therefore C= p 2ˇ, as claimed. Corollary 5 (Stirling’s formula). lim n!1

Analytical Finance MT1410: Analytical Finance Supervised by Jan R.M.Roman Binominal Model Group members: Zhang Jie Wang Zheng Tian Tian

**Binom** ( k | N , p ) = N k " # $ % & ' p k 1 ( p () N ( k, ) ( k ) =Var ( k ) = Np (1 ( p ) k is the number of "success" trials Example: events passing a selection cut, with a fixed total N.

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