Solved Q1 3 12pts Given P A 0 35 P B 0 65 And P Ab To find p (a ∪ b), use the formula p (a ∪ b) = p (a) p (b) − p (a ∩ b) and substitute the given values: p (a) = 0.35, p (b) = 0.65, and p (a ∩ b) = 0.12. Given p (a)=0.35, p (b)=0.45, p (a ∩ b)=0.13, to find the probability of event a or b, plug these values into the formula: p (a u b) = 0.35 0.45 0.13 = 0.67. so, the probability of either event a or event b occurring (p (a u b)) is 0.67. brainly question 32117953. #spj11.
Solved Q1 3 12pts Given P A 0 35 P B 0 65 And P Ab First, we need to find the complementary probabilities p (ac) and p (bc). p (ac) = 1 p (a) = 1 0.35 = 0.65 p (bc) = 1 p (b) = 1 0.65 = 0.35. 2. now, we can use the formula for the probability of the union of two events: p (ac ∪ bc) = p (ac) p (bc) p (ac ∩ bc) 3. Given p [a]=0.35, p [b]=0.65, p [anb]=0.12, find a) p [aub], b) p [a'nb], c) p [ a b'], d) p [a’ub'], e) are a and b independent? f) p [a {b'] (conditional probability). If p (a) = 0.35,p (a∪ b) = 0.60, find p (b), where a and b are independent events. to solve the problem, we need to find p (b) given that p (a) =0.35 and p (a∪b) =0.60, with the condition that events a and b are independent. 1. understand the relationship of probabilities: 2. use the independence condition: 3. substitute the known values: 4. To find p (a or b), we can use the formula p (a or b) = p (a) p (b) p (a and b). since we are given p (a) = 0.65, p (b) = 0.30, and p (a and b) = 0.135, we can substitute these values into the formula to get p (a or b) = 0.65 0.30 0.135 = 0.815.
Solved Given P 0 65 P B 0 35 And P Anb 0 2 Find A Chegg If p (a) = 0.35,p (a∪ b) = 0.60, find p (b), where a and b are independent events. to solve the problem, we need to find p (b) given that p (a) =0.35 and p (a∪b) =0.60, with the condition that events a and b are independent. 1. understand the relationship of probabilities: 2. use the independence condition: 3. substitute the known values: 4. To find p (a or b), we can use the formula p (a or b) = p (a) p (b) p (a and b). since we are given p (a) = 0.65, p (b) = 0.30, and p (a and b) = 0.135, we can substitute these values into the formula to get p (a or b) = 0.65 0.30 0.135 = 0.815. To find the probability of the intersection of two events, $$a$$a and $$b$$b, we can use the definition of conditional probability. the conditional probability of $$a$$a given $$b$$b is defined as: use the definition of conditional probability. $$p (a|b) = \frac {p (a \cap b)} {p (b)}$$p (a∣b) = p (b)p (a∩b). Our expert help has broken down your problem into an easy to learn solution you can count on. given p (a) = 0.35, p (b) = 0.65 and p (a∩b) = 0.12. a)find p (a'∩b). b)find p (a∩b'). there are 4 steps to solve this one. the events a and b have the following probabilities. not the question you’re looking for?. We find that p (a or b) = 0.75, the complement p (a or b) = 0.25, p (a∣b) ≈ 0.54, and p (b ∣a) ≈ 0.78. the complement of an event represents the probability that the event does not occur. thus,. Your solution’s ready to go! our expert help has broken down your problem into an easy to learn solution you can count on. see answer question: 5. given p (a) = 0.35, p (b) = 0.65, and p (anb) =0.12, find (a) p (aub) (b) p (anb) (c) p (anb) (d) p (aub). show transcribed image text.
Solved If P A 0 59 P B 0 5 P A And B 0 48 Find P A Or Chegg To find the probability of the intersection of two events, $$a$$a and $$b$$b, we can use the definition of conditional probability. the conditional probability of $$a$$a given $$b$$b is defined as: use the definition of conditional probability. $$p (a|b) = \frac {p (a \cap b)} {p (b)}$$p (a∣b) = p (b)p (a∩b). Our expert help has broken down your problem into an easy to learn solution you can count on. given p (a) = 0.35, p (b) = 0.65 and p (a∩b) = 0.12. a)find p (a'∩b). b)find p (a∩b'). there are 4 steps to solve this one. the events a and b have the following probabilities. not the question you’re looking for?. We find that p (a or b) = 0.75, the complement p (a or b) = 0.25, p (a∣b) ≈ 0.54, and p (b ∣a) ≈ 0.78. the complement of an event represents the probability that the event does not occur. thus,. Your solution’s ready to go! our expert help has broken down your problem into an easy to learn solution you can count on. see answer question: 5. given p (a) = 0.35, p (b) = 0.65, and p (anb) =0.12, find (a) p (aub) (b) p (anb) (c) p (anb) (d) p (aub). show transcribed image text.
Solved 3 Given P A 0 4 P B 0 5 And P A And B 0 3 A Chegg We find that p (a or b) = 0.75, the complement p (a or b) = 0.25, p (a∣b) ≈ 0.54, and p (b ∣a) ≈ 0.78. the complement of an event represents the probability that the event does not occur. thus,. Your solution’s ready to go! our expert help has broken down your problem into an easy to learn solution you can count on. see answer question: 5. given p (a) = 0.35, p (b) = 0.65, and p (anb) =0.12, find (a) p (aub) (b) p (anb) (c) p (anb) (d) p (aub). show transcribed image text.
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