Help me find Q please!! For mutually exclusive events R1, R2, and R3, we have P(R1)=0.05, P(R2)=0.4, P(R3)=0.55. Also P(Q|R1)=0.5, P(Q|R2)=0.7, and P(Q|R3)=0.4. Find P(R2|Q).
what did you do? where is the other post hehe
I reposted, i really need to find it haha but i know what to do once i get Q
So you didn't find what i told you hehe
Im trying to! haha I've been searching everywhere
Okay! well unfortunately i forgot lot of stuff hehe
ahh found it i think @xapproachesinfinity
Okay write down here and see how can we do it
Its P(R2|Q)= P(Q|R2)/(P(Q|R1)*R1+P(Q|R2)*R2+P(Q|R3)*R3)
Are you sure lol that doesn't look good to me
what's the original thing you found
let the question open hehe
haha whoops i closed it but i found it on my notes for my online class! i was hoping it's right
you are taking this course online? not quite good
P(R2/Q)=P(Q/R2)P(R2)/ (P(Q/R2)P(R2)+P(Q/ not R2)P( not R2) i guess this the formula
1-P(R2)=P( not R2)=1-0.4=0.6
what do you mean not R2?
Complement of R2 is not R2 it mean R2 not accuring
they usually denote with a c on top if you check your text book you will find it that way
let's event A is it is raining today not A will be it is not raining do you get it?
i think this is now simple!
we already got P(Q/R2)=0.7
we know P(R2)=0.4
we are missing one thing P(Q/not R2)
P(Q/not R2)=P(Q and not R2)/P(R2) P(Q and not R2)=P(Q)P(not R2)
but we still dont know P(Q)?
Darn it! again P(Q) is missing now that i think about it there is a reason why they give you all those probab so you can use it to get that P(Q)
I would like to play with this little more but im running out of time here
@jdoe0001
Note that P(Q/R3)=P(R2)
So P(Q/R3)=P(Q)P(R3)/P(R3)=P(R2) hence P(Q)=P(R2)=0.4
is what you wrote correct! make sure
Ill double check I have to go run an errand but thank you so much!
we almost done! just plug the numbers! and you are welcome
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