Question

For the following event probabilities: P(A)=0.4020, P(B)=0.2480, P(C)=0.3530, P(AnB)=0.0420, P(AnC)=0.0350, P(BnC)=0.1350, P(AnBnC)=0.0120, P(AuB)=0.6080, P(AuC)=0.7200, P(BuC)=0.4660, P(AuBuC)=0.8030,...

For the following event probabilities: P(A)=0.4020, P(B)=0.2480, P(C)=0.3530, P(AnB)=0.0420, P(AnC)=0.0350, P(BnC)=0.1350, P(AnBnC)=0.0120, P(AuB)=0.6080, P(AuC)=0.7200, P(BuC)=0.4660, P(AuBuC)=0.8030, P(A|B)=0.1694, P(A|C)=0.0992, find P(B|C).

Math   Statistics-And-Probability   
0 0
Add a commentTranscribed image text
Next >

Homework Answers

Answer #1

TOPIC:Conditional law of probability.

0 0
Know the answer?
Your Answer:

Post as a guest

Your Name:

What's your source?

Earn Coins

Coins can be redeemed for fabulous gifts.

Log In

Sign Up

Not the answer you're looking for?
Ask your own homework help question
Similar Questions
For the following event probabilities: P(A)=0.9330, P(B)=0.9890, P(C)=0.4830, P(AnB)=0.9330, P(AnC)=0.4640, P(BnC)=0.4720, P(AnBnC)=0.4640, P(AuB)=0.9890, P(AuC)=0.9520, P(BuC)=1.0000, P(A|B)=0.9434,...
For the following event probabilities: P(A)=0.9330, P(B)=0.9890, P(C)=0.4830, P(AnB)=0.9330, P(AnC)=0.4640, P(BnC)=0.4720, P(AnBnC)=0.4640, P(AuB)=0.9890, P(AuC)=0.9520, P(BuC)=1.0000, P(A|B)=0.9434, P(A|C)=0.9607, P(B|C)=0.9772, find P(AuBuC).
suppose events A and B are such that p(A)=0.25,P(B) =0.3 and P(B|A)= 0.5 i) compute P(AnB)...
suppose events A and B are such that p(A)=0.25,P(B) =0.3 and P(B|A)= 0.5 i) compute P(AnB) and P(AuB) ii) Are events A and B independent? iii) Are events A and B mutually exclusive? b)if P(A)=0.6, P(B)= 0.15 and P(B|A')=0.25, find the following probabilities I)P(B|A), P(A|B),P(AuB)
1) P(A)=0.65, P(B)=0.37 and P(AUB)=0.65 a) Find P(A∩B). b) Find P(B|A). c) Are A and B...
1) P(A)=0.65, P(B)=0.37 and P(AUB)=0.65 a) Find P(A∩B). b) Find P(B|A). c) Are A and B independent, mutually exclusive, or dependent but not mutually exclusive?
There are 4 probabilities of an event occurring: P(A) = 0.5, P(B)= 0.1, P(C) = 0.3...
There are 4 probabilities of an event occurring: P(A) = 0.5, P(B)= 0.1, P(C) = 0.3 and P(D) = 0.1. Given A, P(T) = 0.3, given B, P(T) = 0.8, given C, P(T) = 0.2, and given D, P(T) =0.5. If event T occurs, what is the probability that event A or C happened?
Suppose events A, B, C have the following probabilities: P(A|B) = 1 ／3 , P(C|B) =...
Suppose events A, B, C have the following probabilities: P(A|B) = 1 ／3 , P(C|B) = 23 ／45 , P(A ∩ C|B) = 11 ／45 . Given that B has occurred, a) Find the probability that only C has occurred. b) Find the probability that only A or only C has occurred, but not both. c) Find the probability that A or C has occurred.
Find the following probabilities: a. P (z > 1.96) b. P (z > .96) c. P...
Find the following probabilities: a. P (z > 1.96) b. P (z > .96) c. P (z > 3.00) d. P (z < 1.96) e. P (z < .49)
events a,b, and c occur with respective probabilities 0.48, 0.46, and 0.24. event b is independent...
events a,b, and c occur with respective probabilities 0.48, 0.46, and 0.24. event b is independent of the events a and c. event b is also independent of the joint occurrence of a and c. if the probability of the event a∩c is 0.19, compute the probability of the event a ∪c U b.
Does P(A∩B|C)=P(A|C)P(B|C) imply that A and B are independent? Assume P(C)>0, so that the conditional probabilities...
Does P(A∩B|C)=P(A|C)P(B|C) imply that A and B are independent? Assume P(C)>0, so that the conditional probabilities are defined. - yes - no Please explain the answer
Consider the following probabilities: P(Ac) = 0.63, P(B) = 0.52, and P(A ∩ Bc) = 0.13....
Consider the following probabilities: P(Ac) = 0.63, P(B) = 0.52, and P(A ∩ Bc) = 0.13. a. Find P(A | Bc). (Do not round intermediate calculations. Round your answer to 2 decimal places.) P(A | Bc) _______ b. Find P(Bc | A). (Do not round intermediate calculations. Round your answer to 3 decimal places.) P(Bc | A) _______    c. Are A and B independent events? A. Yes because P(A | Bc) = P(A). B. Yes because P(A ∩ Bc)...
A, B and C are events that form a partition of sample space S. P(A)=0.45, and...
A, B and C are events that form a partition of sample space S. P(A)=0.45, and P(B)=0.30. D is another event. P(D|A)= 0.32. P(D|B)= 0.48, and P(D|C)= 0.64. Find these probabilities: Find P ( A u B u D )
ADVERTISEMENT
Need Online Homework Help?

Get Answers For Free
Most questions answered within 1 hours.

Ask a Question
ADVERTISEMENT