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- 3. pls help ty!The magasina Tech Warx eported that 2 of oftware angineer te the company they work for a a great place to work" Aa veteran handhunter, you claim the perantage gien in the mpart ie not omt. Inarvey or 210 randomly choeen ohar ergineer, 1S rated the company they work tora a great placn to wark" Complate the parte aelow to pertormayantheeir tet to ane there in ansugh avidenn, at the 0 javel of eigniticance, to pport your daim that the prpartion, , of all aftware enginee uho ata the company they work for a"a grat place to wore ie nat . (alstate the mal yaathesi , and the atermativa hypothesie, that you would ue for the tet. (biror your hyaothasis teat, you wi t nn the vale o and confim that a 2-tet an be used, (One standard is that a10 and Eunder the aumetion that the mall haotheein ie tran) llere "i the ample and the population proportion you ara tasting. K )- || () Perform a 2-tast and nd the pvale. ere ik ome information to help you wit your 2-tant. • The valun of the test tattie in…L 5 T 6 Module 3 Assignment: Probability 1. Basic probability a. If flips of a coin are independent, what is probability that you would flip 10 heads in a row? b. Will the probability ever be zero? 4+ 1/2 c. What type of distribution describes this process of flipping a coin 10 times? 2. Bayes Rule and the Monty Hall Problem a. Starting with the following: 1. P(A/B) = P(A and B) / P(B) and 2. P(BIA) = P(A and B) / P(A), manipulate equations 1 and 2 to derive Bayes Rule. b. Describe what Bayes Rule allows us to do. What is the Monty Hall Problem? Intuitively describe why you should always switch doors. d. More formally describe why you should always switch doors. 3. The law of large numbers and the central limit theorem are two of the most important concepts in statistics. a. Define both the law of large numbers and the central limit theorem. b. What does the law of large numbers allow us to do? c. What does the central limit theorem allow us to do? & 7 100% + 98 8 DII * C C 11 ( " de…
- 7. d,e,f only3. Help pls ty!Suppose that you were challenged by a friend to hit the bull's eye of a circular board with two concentric circles namely the inner and the outer circles. Your probability of hitting a bull's eye from a distance is 0.05, the probability of hitting the outer circle is 0.75, and the probability of hitting the inner circle is 0.15. If you hit the bull's eye, he will give you 500 pesos. Hitting the inner circle will merit you 300 pesos and the outer circle, 100 pesos. How much is your expected winning? Select the correct response: 265 pesos none of these 95 pesos 145 pesos 335 pesos
- Let A= Hit oK What b looine d the roole betriean veror A and B?are a runners in tne tirals of the district 00 merer lace. Ihree f the Runners Cave from Ckrksuille, two are from Linden-Kildare, one is fram Detrat, ore is from Rever Crest ard tun are from Maud. 1What are the colck thet OF the first three finishers, uniy one Clarksuille o will ce fromA coin rushes 10 times. What are the chances of 3 to 6 rounds? 33 - Hilesiz bir para 10 kez atihyor. 3 lie6arasında tura gelme olasılığı nedir? O A) 0,5524 O B) 0,4587 O C) 0,2289 O D) 0,7734 O E) 0,7623
- Given Hend writtenIf baguettes have an average length of 30cm and a standard dev of 2cm, then you got a baguette that has is exactly 30 cm in length, determine the probability of you being able to get that exact length. Defend and explain your answer if it makes sense.4 pies 4. 3 pies pies O A. 11를 pies3 O B. 28 pies. OC. 48승 pies. OD. 57등 pies.