I would like to know if someone can help for the question as below?
Suppose that P(E) is 0 or 1, show that E is independent of all events A.
Suppose that E is independent of itself, show that P(E) is 0 or 1.
Off the topic,but can you tell me how do you use all those symbols?
I use word and I could never find sqrt sign :|
Sorry to hijack your thread.
Oh its an html code perhaps, I clicked and got the tags.:P
Hi Sadie. I think the answer you are after is in the General Discussions, under Math Typesetting in LaTex.
Thanks a lot, it's very helpful[/CENTER]
:shakehea help me please
Suppose that (Ω ,F, P) is a probability space and E belong F satisfies p(E)>0 .
Let Q: F ----> [0,1] be defined by Q(A)=P(A/E) . Show that (Ω ,F, Q) is a probability space
To check is a probability space,
it is sufficient to check is a probability measure,
by checking the three axioms of probability.
Since is a valid probability measure, it satisfy
all 3 axioms of probability.
1. Note as
By the axiom of probability,
(by the axiom of probability)
BGM, you are a machine.
Thank you very much wish you a good life
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