Annulé

Algorithms Question Problem (Linearity of expectations)

Looking for a freelancer to help me with this question below!

Question:

Let X and Y be non-negative random variables, and let Z be another random variable, such that Z = max(X,Y). Prove that E[Z] ≤ E[X] + E[Y].

Compétences : Algorithme, Java, Mathématiques

Voir plus : problem with freelancer, help with algorithms, freelancer z, freelancer question, freelancer problem, freelancer me java, freelancer algorithms, algorithms help, looking php coder highly expert non indian, standard maximization problem basic variables, captivate scorm problem question, 1000 problem solving section question bank gmat, looking fix joomla problem frontend, question good looking format, please let know question translation spanish, experienced web developer looking projects let expand, please let know question translate french

Concernant l'employeur :
( 57 commentaires ) Sacramento, United States

N° du projet : #8503937

9 freelance ont fait une offre moyenne de 27 $ pour ce travail

itachi23

A proposal has not yet been provided

35 $ USD en 1 jour
(27 Commentaires)
5.0
kamranbabarnust2

I had done MS in Statistics and random variables. i can easily do this task for you. I can deliver this task in very less time

30 $ USD en 1 jour
(2 Commentaires)
3.5
mohamedzayan

This question was part of my analysis of algorithms course. This won't take a minute. Message me now

25 $ USD en 1 jour
(1 Commentaire)
2.7
ARKSolution2015

Hello sir! i will do it for you, i am looking for opportunities to excel in this field. give me a chance to prove my self. Thank you

34 $ USD en 1 jour
(3 Commentaires)
2.5
Mazharhameed91

yes i can do this job i am doing mathematical related job in my office and having industry experience of 3 years

30 $ USD en 1 jour
(0 Commentaires)
0.0
MateSimovic

I have just last semester passed a course in probability and statistics at my University, where we solved problems like this one, which would make me a perfect candidate for this project. I would just have to take a lo Plus

25 $ USD en 1 jour
(0 Commentaires)
0.0
VopakiLtd

Can do it within a day. Text me .

100 $ USD en 1 jour
(0 Commentaires)
0.0
JiaxiangWu

This question can be proved by firstly assuming that E(Z) > E(X) + E(Y) holds under some conditions, then after a few derivations we can find that it will conflict with Z = max(X, Y).

20 $ USD en 1 jour
(0 Commentaires)
0.0
thanhtuan5787

Đề xuất vẫn chưa được gửi

15 $ USD en 2 jours
(0 Commentaires)
0.0
tharindu87

Dear Sir/Madam, I would be able to finish this task in half an [url removed, login to view] may hire [url removed, login to view] you. Best Regards, Tharindu.

25 $ USD en 1 jour
(0 Commentaires)
0.0