r/learnmath
Posted by
New User
10 months ago
Hello, I would be eternally grateful to anyone who can give me the pdf of the 12th edition of the book and the solution copy. Thanks a lot.
level 1
A little birdie told me libgen.rs has a few pdfs...
Most math textbooks past calculus don't have solutions, unless someone has written them up and posted them on their personal website or something. I would guess that's also the case here.
level 2
Some of the editions to have solution manuals, I am assuming this does too. Just hard to find lol. Thanks tho
Permalink
master
Switch branches/tags
Could not load branches
Nothing to show
{{ refName }}
Name already in use
A tag already exists with the provided branch name. Many Git commands accept both tag and branch names, so creating this branch may cause unexpected behavior. Are you sure you want to create this branch?
Go to file
- Go to file
- Copy path
- Copy permalink
ImaginationZ init
Latest commit d76d248 Oct 8, 2013
History1 contributor
Users who have contributed to this file
443 KB
Download
- Open with Desktop
- Download
- Delete file
Sorry, something went wrong. Reload?
Sorry, we cannot display this file.
Sorry, this file is invalid so it cannot be displayed.
Introduction to probability models Sheldon Ross 12th edition solutions manual pdf
Published on Sep 5, 2022
//gioumeh.com/product/introduction-to-probability-models-sheldon-ross-12th-edition-solutions-manual-pdf/
bookmarket0098
Instructor’sManual
toAccompany
Chapter1
1.S={(R,R),(R,G),(R,B),(G,R), (G,G),(G,B),(B,R),(B,G),(B,B)}
Theprobabilityofeachpointin Sis1/9.
2.S={(R,G),(R,B),(G,R),(G,B),(B,R), (B,G)}
3.S={(e1,e2,...,en),n≥2}where ei∈(heads,tails}.Inaddition,en=en−1=
headsandfori=1,...,n−2if ei=heads,thenei+1=tails.
P{4tosses}=P{(t,t,h,h)}+ P{(h,t,h,h)}
=21
24
=1
8
4.(a)F(E∪G)c=F EcGc
(b)EFGc
(c)E∪F∪G
(d)EF∪EG∪FG
(e)EFG
(f)(E∪F∪G)c=EcFcGc
(g)(EF)c(EG)c(FG)c
(h) (EFG)c
5.3
4.Ifhewins,heonlywins$1,whileifheloses,heloses$3.
6.If E(F∪G)occurs,thenEoccursandeitherForGoccur;therefore,eitherEF
orEGoccursandso
E(F∪G)⊂E F∪EG