An oil company purchased an option on land in Alaska. Preliminary geologic studies assigned the following prior probabilities. P(high-quality oil) = 0.65 P(medium-quality oil) = 0.20 P(no oil) 0.15
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P(Ai)?
P(S|A)?
P(Ai ∩ S)?
P(Ai | S)?
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- When randomly selecting an adult, A denotes the event of selecting someone with blue eyes. What do P(A) and P (A) represent? P(A) represents the P(A) represents the probability of selecting an adult who does not have blue eyes. event of selecting an adult who does not have blue eyes. probability of selecting an adult with blue eyes. event of selecting an adult with blue eyes. →PRACTICAL-RESEARCH-1-Weeks x PO PRACTICAL-RESEARCH-1-Weeks E Statistics-and-Probability-Q3-M1 x Basic-Calculus-Q3-M1.pdf O File | C:/Users/ABU/Desktop/m1%20q3/Basic-Calculus-Q3-M1.pdf W Compare The Chem.. S Ang Wikang Pamba. S Filipino | PDF 8 SHS Katitikan NG P.. * Halimbawa ng Ady. S Halimbawa NG Me.. КАBANATA 4.dосх .. Activity A. Evaluate the following limits. Illustrate the table of values. 1. lim(2x + 1) x-2 2. lim(2x – 3) X-2 3. lim(2x – 6) x-4 4. lim (x – 2) x--3 5. lim(x – 2) x-7 O Type here to search O 22°C Rain(Use Baye's Theorem) The probability that a vehicle entering the Luray Caverns has Canadian license plates is 0.19; the probability that it is a camper is 0.38; and the probability that it is a camper with Canadian license plates is 0.13. What is the probability that (a) a camper entering the Luray Caverns has Canadian license plates? (b) a vehicle with Canadian license plates entering the Luray Caverns is not a camper? (c) a vehicle entering the Luray Caverns does not have Canadian plates or is not a camper? Round off your final answer to five decimal places.
- ??Identify why this assignment of probabilities cannot be legitimate: P(A) = 0.4, P(B) = 0.3, and P(A and B)=0.5 (A) A and B are not given as disjoint events (B) A and B are given as independent events (C) P(A and B) cannot be greater than either P(A) or P(B) (D) The assignment is legitimateAddition of Rule of Probabilities P(A Or B) = P(A) +P(B) – P(A and B) for mutually exclusive events the last part P(A and B) is zero, why?
- how to identify conditional probabilityFor each answered question explain your answers i.e. show your reasoning. Q 5(c) Suppose you conduct a series of experiments, each of which consists of tossing a fair coin five (5) times. Let X be the number of heads. (i) What are the probabilities for each value of X? What is the P(the first toss is heads | X=0)? (ii) What is the P(X < 3)? (ii) (iv) What is the P(X=3| given the first toss is tails?)Two events A and B are having the probabilities P(A)= 0.32 , P(B) = 0.25, P(A or B) = 0.87 What is the probability of P(A and B)