- #1
asraar
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URGENT : Probability question help me please !
For customers purchasing a full set of tries at a particular tries store, the events :
A = tries purchsed were made in United States
B = purchaser has tries balanced immediately
C = pruchas 1 er requests font-end alignment
along with A', B' and C'
Assume the following unconditional and conditional prpbabilities:
p(A)=0.75
p(B|A) 0.9
p(B|A')=0.8
p(C|AB)=0.8
P(C|AB')=0.6
P(C|A' B)=0.7
P(C| A ' B ' ) = 0.3
a ) constract a tree diagram consisting of first, second and third -generation branches and place an event label and apporiate probabilty next to each branch.
b) compute P ( A B C )
c ) compute P ( B C )
d ) P (C)
e) compute P (A |B C ).the probability of a purchasing of US. tries given that both balancing and an aligment were requested
Thank you
For customers purchasing a full set of tries at a particular tries store, the events :
A = tries purchsed were made in United States
B = purchaser has tries balanced immediately
C = pruchas 1 er requests font-end alignment
along with A', B' and C'
Assume the following unconditional and conditional prpbabilities:
p(A)=0.75
p(B|A) 0.9
p(B|A')=0.8
p(C|AB)=0.8
P(C|AB')=0.6
P(C|A' B)=0.7
P(C| A ' B ' ) = 0.3
a ) constract a tree diagram consisting of first, second and third -generation branches and place an event label and apporiate probabilty next to each branch.
b) compute P ( A B C )
c ) compute P ( B C )
d ) P (C)
e) compute P (A |B C ).the probability of a purchasing of US. tries given that both balancing and an aligment were requested
Thank you