Please if able provide some explanation with the taken steps,thank you in advance. i)Show that(Hint: Use the CLT for XnXi ~ Poi(1)).ii)(=lim en→∞-nnk!12k=01 X₁, where Xį are i.i.d. random variables such thatLet X₁,..., Xn be i.i.d independent Poisson random variables each havingmean 1 (i.e., Xį ~ Poi(1)). Let Sn := Σ₁ X₁. Using the above information, try to prove theStirling approximation:n! ≈ √√√2πn²+¹/2 e-n

We have to prove the following statement: limn→∞e-n∑k=0nnk/k!=0.5

Answered: i) Show that (Hint: Use the CLT for Xn…

MATLAB: An Introduction with Applications

6th Edition

ISBN:9781119256830

Author:Amos Gilat

Publisher:Amos Gilat

Chapter1: Starting With Matlab

Section: Chapter Questions

Problem 1P

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I need help with part 2 please. Thank you Bob Downe is auditing Red Cedar Office Furniture (RCOF), a manufacturer of office furniture and custom cabinets. RCOF was founded 25 years ago by a husband-and-wife team and has grown rapidly in the last five years as solid, environmentally friendly wooden furniture has grown in popularity. The company has inventory consisting of raw materials, work in process, and finished goods with a book value of $6,719,028.95.You have been assigned the task of testing the accuracy of the final inventory compilation for RCOF. You may assume that you have separately observed the inventory and that you are satisfied that the inventory was accurately counted. However, you need to test that quantities were accurately transcribed to the final accumulation and valuation of inventory and that the inventory is correctly priced and accumulated. A file showing the client’s accumulation of inventory is available in Wiley Course Resources.This case will guide you…
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please help me how to answer all of them. Slso, it is not writing an essay. it is math
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i) Show that (Hint: Use the CLT for Xn = Xį ~ Poi(1)). lim e n→∞ -n k! 1 2 k=0 1 Xi, where X₁ are i.i.d. random variables such that