a. P(A’) d. P(A’∩B’) b. P(A∪B) e. P[(A∪B)’] c. P(A’∩B) f. P(A’∪B)
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If P(A) = 0.35, P(B) = 0.22, P(A∩B)=0.13, determine the following probabilities
a. P(A’) d. P(A’∩B’)
b. P(A∪B) e. P[(A∪B)’]
c. P(A’∩B) f. P(A’∪B)
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- 4. A stake of Rs. 44 is to be won between 2 players A and B, whoever gets 6 in a throw of die alternatively. Determine their respective expectations if A starts the game.1.) Please find the following probabilities of A, B, C? A.) ?(? ≤ −1.2)= B.) ?(? ≥ 0.08) = C.) ?(0.23 ≤ ? ≤ 1.40) =Please answer with explation
- I need help with E F and G I need help with D E F G H I JQ9. Two four-sided pair of dice are thrown with equally likely face values 1, 1, 2, 3. Let X denotes the value on the first die and Y denotes the sum of values on both dice. Find the covariance of X and Y. 69 64 B) 79 64 89 64 99 DIGI E)None Q10. Find the conditional mean of X given Y = 5 using the informations given in Q9. A) B) C)3 D) E)None5. The probability that a regularly scheduled flight departs on time is P(D) = 0.81; the probability that it arrives on time is P(A) = 0.85; and probability that it departs and arrives on time is P(DNA) = 0.75. Find the probability that a plane i) Departed on time, given it has arrived on time. ii) Arrives on time , given that it departed on time iii) Departed on time, given has not arrived on time.
- The zebra plays a game in which in every turn she randomly chooses a letter from the set {A,B,C}, independently of other turns, and registers the outcome in a list. 1. Assume that the zebra plays exactly 4 turns, and let X denote the number of distinct outcomes she registers. 2. The first moment of X is 3. The probability that both A and B are registered at some point during the 4 turns she plays is 4. The second moment of X is 2. Now assume that the zebra plays until she registers every possible outcome at least once, that is, once she has registered at least one of each of the outcomes she stops. The expected number of turns she plays isSuppose that X ~ B(11, 0.7). Find the following probabilities. Round to three decimals. a. P(X = 9) : b. Р(X 9): line Submit Question er Proctor omIf A and B are complements, then which of the following is true about the probability of B based on the probability of A? 1) P(B)=P(A)+1 2) P(B)=1-P(A) 3) P(B)=1/P(A) 4) P(B)=P(A)-1
- 2b) Find zo for the following probabilities: iii) P(-Zo9. By rewriting the formula for the Multiplication Rule, you can write a formula for finding P(A and B) conditional probabilities. The conditional probability of event B occurring, given that event A has occurred, is P(B| A) = P(A) the information below to find the probability that a flight arrives on time given that it departed on time. The probability that an airplane flight departs on time is 0.92. The probability that a flight arrives on time is 0.86. The probability that a flight departs and arrives on time is 0.83. The probability that a flight arrives on time given that it departed on time is (Round to the nearest thousandth as needed.) . Use2b) Find zo for the following probabilities: i) P(Z > Zo) - 0.25 O-0.67 O o 0.67 O 0.5 Jimmy and Rosalynn Carter celebrate 76 years of marm toSEE MORE QUESTIONS
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