12. Weighted average of probabilities is classified as A. average rate of return B. expected rate of return C. past rate of return D. weighted rate of return
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12. Weighted average of probabilities is classified as A. average
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- Describe the relationship between Expected Value, Expected Utility and Certain Equivalent (at least 150 words)Decorators Co. got a 15-year loan from NatWest Bank in 2016 for an amount of £22 million. The loan was taken at an annual interest rate of 12%. After 5 years in 2021, Decorators Co. had managed to pay back £9.5million. Currently owing on the loan is the principal balance plus interest of £800,000. In 2021, the probability that Decorators Co. defaults on the loan is 4.5%, in the same year, if there is a default, NatWest bank expects that it will be able to recover 75% of the loan. Given the information above, you are required to determine: Exposure at default (EAD) Value of Loss given default value (LGD) Expected loss (EL)Domingo has a total wealth of $500,000 composed of a house worth $100,000 and $400,000 in cash. He keeps the cash in a safe deposit box, so that it is completely safe. However, there is a 10% chance that his house will burn down by the end of the year and be worth nothing and a 90% chance that nothing will happen to it. Without insurance, the expected value of his end-of-year wealth is: Select one: a. $410,000. b. $490,000. c. $450,000. d. $485,000.
- a) There are several environmental factors that can impact a government’s financial condition. Some factors are more difficult to measure or assign probabilities to. Which of the following environmental factors is the most difficult to measure or assign a probability to? Group of answer choices 1: Business activity. 2: Rate of inflation. 3: Revenue restrictions. 4: Political culture and climate.Suppose that there is a 20 percent change that George's coffee shop will make $9000 in profits in January and a 40 percent chance it will make 1000 profits and a 40 percent chance that it will make -$1000 in profits (i.e., it will lose $1000). Calculate the coffee shop's expected profits**Practice** I have been trying to practcie this question but I always seem to get it wrong What is the expected final wealth of each agent? Pay attention to the names in each option!A. Anna’s expected final wealth is 1440 and Bob’s expected final wealth is 980B. Anna’s expected final wealth is 1020 and Bob’s expected final wealth is 1380C. Anna’s expected final wealth is 1460 and Bob’s expected final wealth is 1105D. Anna’s expected final wealth is 1140 and Bob’s expected final wealth is 1200E. None of the options above
- how do financial analyst might Financial statement Liquidity,Working capital, Diversifica!on and Time value of mone when communica!ng informa!on to management or clients, or when relaying informa!on to inform important decisionsGet the following: a. Minimax regret b. Hurwicz (a = 0.4) c. Equal likelihood1) What is the time value of money? Please explain it.
- Please answer fast please arjent help please ASAP pls solution correctlyPlease answer fast please arjent help please ASAP pls answer fast solution correctly pleasePlease no written by hand A bank has two $10 million one-year loans. Possible outcomes are as follows: Outcome Neither loan defaults Loan 1 defaults, loan 2 does not default Loan 2 defaults, loan 1 does not default Both loans default Probablity 97.5% 1.25% 1.25% 0.00%.If a default occurs, losses can use normal distribution with mean $5 million and standard deviation $1 million to approximate. If a loan does not default, a profit of $0.2 million is made. (a). What is the VaR for of each project when the confidence level (a). What is the VaR for of each project when the confidence level is 99%? (b). What is the expected shortfall of each project when the confidence level is 99%? (c). What is the VaR for a portfolio consisting of the two investments when the confidence level is 99%?) (d). What is the expected shortfall for a portfolio consisting of the two investments when the confidence level is 99%?
