Find P (U, IR) by referring to the following Venn diagram and using Bayes formula (assume the simple events in S are equally likely). P(U, IR)-(Type a decimal. Round to three decimal places if needed.) U₁ 10 R 30 35 U₂

TF.3 repost for further explanation Two engines (one old and one new) fail independently of one another. The probability that both engines fail is .01. The probability that ONLY the new engine fails is .03. Using the Venn diagram equations, please find the probability that... a) the new engine fails b) both engines work (do not fail)

Telegram .ull ? 11:01 AM @ @ 54% test6-converte... 3 & Q1-Let A = 6 51 Verify that (AB)" = B" A"

Assume. that the probability that any child born in the population will be a boy is 0.51 and the probability that it will be a girl is 0.49. If a family has six children, what is the probability they will have 3 boys and 3 girls?

Standard Dev. S= Σ (4-6.27² 3-1

Number 4: d, e, f

One night on a cold street in Copenhagen, a drunk walked by staggering left and right. Every 1 minute, the drunk changes direction and walks xmeters to the left, or y meters to the right. The probability that the drunkard walks to the left is p (ie probability of walking right = 1-p).The drunk started walking from a bar where 200 meters to the left was a garden; and 200 meters to the right is the police station.A. Predict which way the drunkard is walking? Elaborate why drunkenness walk towards the park or the police station!B. Count how many meters is the drunkard's location after walking n minutes!C. If the drunk is about to fall asleep after walking for 1 hour, find out where the drunk is Sleep? has it passed the park/police station?   Note: Take the last 3 digits of my ID. Use the steps below: 1. For example, ID 2602296545 → then what is taken is 545. 2. Change the number 0 to number 1; example: ID 545 → 145 3. From the new ID, take the largest and smallest digits; example: min…

Assume you are guessing when picking one of the four answers below. After you picked it, we reveal one wrong answer to you. If you then change your answer afterwards (again at random) to one of the two remaining ones, what is your overall chance of obtaining the correct answer? a.1/3   b. 1/2   c. 3/8   d. 1/4

Find P (U,IR) by referring to the following Venn diagram and using Bayes' formula (assume the simple events in S are equally likely). U1 U2 R. 25 35 15 25 P (U, R) = (Type a decimal. Round to three decimal places if needed.) Le The 400+ Thus, the Step 2 Answer: The probab

A quarter and a dime are tossed. The four possible equally likely outcomes are {HH, HT, TH, TT}. Let: A = event the quarter is heads B = event the dime is heads C = event at least one toss is heads. Compute the following: a. P(B)    b. P(B|A)  c. P(B|C)    d. P(C)  e. P(C|A)    f. P(C|BC)