1234567891011121314151617181920K18?"AlternativeAlternative 1Alternative 2ProbabilitiesA0BCAlternative 10DAlternative 20"$10,000; $70,000""$80,000; $30,000""$30,000; $10,000""$80,000; $70,000"E00Outcome 1 ($)FG80,00030,0000.65H0.65Outcome 100.35Outcome 200.65Outcome 100.35Outcome 2State of Nature0I0000JKOutcome 2 ($)10,00070,0000.35000Based on the payoff table shown below, which of the following options is the correct payoffs in cell K3 and cell

Given the data asAlternativeState of NatureOutcome 1 ($)Outcome 2 ($)Alternative…

Answered: " A 1 2 3 4 5 6 7 8 9 10 11 12 13 14 15…

MATLAB: An Introduction with Applications

6th Edition

ISBN:9781119256830

Author:Amos Gilat

Publisher:Amos Gilat

Chapter1: Starting With Matlab

Section: Chapter Questions

Problem 1P

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(A) Some form of evidence for normality should be provided before doing statistical analyses. (B) This is because ALL statistical analyses require normality, with no exceptions Both statements are true. O Only the first statement (A) is true. O Only the second statement (B) is true. O None of the statements are true. 2
Solve 3( g) In 10 min plz
(A) Some form of evidence for normality should be provided before doing statistical analyses. (B) This is because ALL statistical analyses require normality, with no exceptions Both statements are true. O Only the first statement (A) is true. O Only the second statement (B) is true. O None of the statements are true. 2
1
1. ABC inc. stock is currently selling for $30, one year from today the stock price can either increase by 20% or decrease by 15%. The probability of an increase in the stock price is equal to 0.3. The one-year risk-free rate is 5% What is the value of a European put that expires in one year with an exercise price of $24. 2. Graphically, show the value and the profit and loss of the following butterfly position: Long in a call with an exercise price of $30, short in 2 calls with an exercise price of $45, and long in a call with an exercise price of 60. All calls are written on the same stock and have the same maturity. 3. "Early exercise of an American option on a stock that does not pay any dividend is not optimal regardless of whether the option is a Call or a Put". True, False, or Uncertain. Explain.
2
i need detailed solution
(a) Experiment A has three mutually exclusive possible outcomes Am, with m = 1, 2, 3, and experiment B has two mutually exclusive possible out- comes Bn, with n= 1, 2. The joint probabilities P(Am, Bn) are: Р(А, В,) 3 0.2, Р(А, В) %3D 0.1, Р(Аз, В) %3D 0.1, Р(А, В>) — 0.1, P(A2, B2) = 0.2, Р(Аз, В) %—D 0.3. Determine the probabilities P(Am) and P(B,„) for all n and m. (b) Suppose that the experiment A has M mutually exclusive possible out- comes Am, and the experiment B has N mutually exclusive possible out- comes Bm. Then, show that we P(B|Am) may be expressed in terms of P(Am|Bn) and P(Bm) by the relation P(Am|Bn)P(Bn) P(B„|Am) ΣΡ(Α | Β.) P (Β) The is relation is known as Bayes' rule.
A B C D X₁. 12 20 10 10 X₂ 28 24 26 18 A researcher is interested in seeing if listening to a political debate changes anxiety scores among people. The researcher knows of no previous research that would predict whether anxiety scores would be raised or lowered. The researcher gathers a sample of n = 4, and gives these participants an anxiety test before and after listening to the political debate. Below are the data (anxiety scores) at time one (X₁) and time two (X₂) for all participants. Participant b.) Is this a one or a two-tailed test? c.) Find the critical value (alpha = .05) a.) State the researcher's null and alternative hypotheses (using symbols OR everyday language): I d.) Compute the observed test statistic (remember to show your work) 5 e.) Based on the information above, what is your statistical conclusion? a I 6 HH 17
2. If P(X € A) — .3, P(X € В) %3 .25, Р(X € С) %3 .6, P(Х € AUB) 3 55, аnd P(X € BUС) %3 .7, determine the following probabilities. (а) Р(Х € А') (b) Р(X € В°) (с) Р(X € AnВ) (d) P(Х € ВПС)
٦:٢٧ م DIZVA &G Bartleby solution hypothesis 1 Asiacell 1- At ottobock company I used an average of 90 min for new worker to learn cast processing for stump,recently the company installed a new machine. The supervisor of the company wants to find if the mean time taken by the new workers to learn on the new machine is different from 90 min. a sample of 20 workers shows that it took an average of 85 min. It is known that the learning time for all new workers are normally distributed with population slandered deviation of 7 min .Find the p- value for the test that the mean learning time for the casting on the new machine is difference from 90 min .what will your conclusion be if a =0.01? pls solve fast إضافة وصف .... ¢ D в 는 ☐
Base Rate Fallacy Illustration and Simpson's Paradox Base Rate Fallacy: Israeli data: How can efficacy vs. severe disease be strong when 60% of hospitalized are vaccinated? This was asked in Aug. 2021 when Israel shared the data on the number of vaccinated who were hospitalized. The "60% of hospitalized are vaccinated" implies that vaccination is not working. However, this is a case not only of Base Rate Fallacy but also Simpson's Paradox. (Video on these topics are linked. Please watch if you have not yet.) This assignment is going to take you through the data and calculations to understand how these two statistical phenomena can occur. Table A Age All Ages Population Size Not Vax Fully Vax Severe Cases Not Vax 214 Fully Vax 301 1. Find the proportion of Fully Vax in the hospital with severe cases. Is this close to 60% like the headlines in the news claims?

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