If you are an option trader and the way you make money is by trading volatility, how often do you need to delta hedge an option? A. Theoretically constantly as the underlying forward moves in the market. Practically you hedge as often as practicable. This is the art in trading. B. Just once at the beginning and then you leave it alone C. it depends on what asset class you are trading D. If you're a volatility trader you don't delta hedge

If you are an option trader and the way you make money is by trading volatility, how often do you need to delta hedge an option? A. Theoretically constantly as the underlying forward moves in the market. Practically you hedge as often as practicable. This is the art in trading. B. Just once at the beginning and then you leave it alone C. it depends on what asset class you are trading D. If you're a volatility trader you don't delta hedge

Brief Principles of Macroeconomics (MindTap Course List)

8th Edition

ISBN:9781337091985

Author:N. Gregory Mankiw

Publisher:N. Gregory Mankiw

Chapter9: The Basic Tools Of Finance

Section: Chapter Questions

Problem 9PA

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When you are long an option and you delta hedge, you want A. traders talking a lot about other asset classes and ignore your underlying B. volatility to increase and the underlying to move around a lot C. the cost of carry to narrow D. volatility to decrease and the underlying to just stop moving
For a given option portfolio, you are long vega (value increases as volatility goes up), and short theta (as time passes your options portfolio loses money). Are you net long or short options? Net long, because as volatility goes up and it increases in value and as time passes you lose value. Net short, because as volatility goes up and it decreases in value and as time passes you increase value. not consistent you are long one and short the other, so can't tell completely independent derivatives, its apples and oranges and no reflection on your portfolio
The manager of XYZ Company is introducing a new product that will yield $1,000 in profits if the economy does not go into a recession. However, if a recession occurs, demand for the normal good will fall so sharply that the company will lose $4,000. If economists project that there is a 10 percent chance the economy will go into a recession, what are the expected profits to XYZ Company of introducing the new product? How risky is the introduction of the new product?
Real Options & Game Theory Consider a stock that is priced at $200 today and a call option on that stock that gives you the right but not the obligation to buy the stock at $225 in one year’s time. There are only two scenarios: either an upside, on which the price rises to $300 or a downside that leads to a drop of $100. The risk free interest rate (rf) is 8%. What is the value of this option?
i am not sure how to ask anther question after the expert answered one of mine but here is a question i asked the expert and the naswer he game me in picture 1 & 2. the questions insnt linked from other sites its from bartleby just coudlnt see option to ask anther. can you answer this part now: Now assume the financial advisor knows that another advisor will offer a competitive portfolio. Based on historical data, he knows this competitive portfolio’s total return follows a normal distribution with mean £36mil and standard deviation of £2mil and is priced at 5% of total return. Clients will naturally choose the advisor which offers the portfolio with the highest net How does the distribution of profit over the range of financial prices considered in part B) changes, when the competitor is considered?
You are in the market for a used car. At a used carlot, you know that the Blue Book value of the car youare looking at is between $15,000 and $19,000. Ifyou believe the dealer knows as much about the caras you do, how much are you willing to pay? Why?Assume that you care only about the expected valueof the car you will buy and that the car values aresymmetrically distributed.23. Refer to Problem 22. Now you believe the dealerknows more about the car than you do. How muchare you willing to pay? Why? How can this asymmetric information problem be resolved in a competitivemarket?
A. From the graph below explain how an insurance plan which provides the buyer a $15,000 wealth level, regardless of any uncertain event, is a good deal for the buyer? In other words, what does the distance between points D’ and C’ represent? Note we are referring to D prime, not D. B. Considering the graph below, can you explain the difference between expected utility and certainty utility?
If you bought 100 shares of a call option on Tesla shares that had a 50 delta, what would be your first delta hedging transaction? (HINT: You bought a call, so the option makes money when Tesla stock goes which way? The delta hedge has to make money in the opposite direction) A. Buy a put for the same date B. Pray the price falls C. Buy 50 shares of Tesla Stock D. Sell 50 shares of Tesla Stock
3. The risk free rate is 3%. The optimal risky portfolio has an expected return of 9% and standard deviation of 20%. Answer the following questions. (a) Assume the utility function of an investor is U = E(r) − 0.5Aσ2. What is condition of A to make the investors prefer the optimal risky portfolio than the risk free asset? (b) Assume the utility function of an investor is U = E(r) − 2.5σ2. What is the expected return and standard deviation of the investor’s optimal complete portfolio?
Ever since the Covid-19 pandemic hit the economy the price of gold has been sky high .Today price per gram of Gold is 5291tk. Imagine yourself as a risk averse investor, explain why you would be more or less willing to buy gold under the following circumstances: a) Prices in the gold market become more volatile. b) An additional tax is imposed on all Government bonds. c)Due to Covid-19 epidemic, the economy experiences a recession. d) You just inherited 1000000tk.
Suppose you must choose between the two prospects, (40,000, 0.025) or (1,000): The prospect of winning 40,000 with a probability of 2.5% or winning 1,000 with certainty. Suppose, too, that the following three graphs represent your utility function (according to expected utility theory) and your weighting and value scales (according to prospect theory). Finally, suppose that your current wealth is 20,000. a. What is the expected utility for the two prospects? b. Based on expected utility theory, which prospect would you choose? Why? c. According to prospect theory, what are the values for each of the prospects? d. Based on prospect theory, which prospect would you choose? Why? e. Why is your decision different under the two theories? (Hint: what is one of the common human traits that prospect theory captures that expected utility theory cannot?)
An investor is considering three strategies for a $1,000 investment. The probable returns are estimated as follows: • Strategy 1: A profit of $10,000 with probability 0.15 and a loss of $1,000 with probability 0.85 • Strategy 2: A profit of $1,000 with probability 0.50, a profit of $500 with probability 0.30, and a loss of $500 with probability 0.20 • Strategy 3: A certain profit of $400 Which strategy has the highest expected profit? Explain why you would or would not advise the investor to adopt this strategy.

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	A.	Theoretically constantly as the underlying forward moves in the market. Practically you hedge as often as practicable. This is the art in trading.
	B.	Just once at the beginning and then you leave it alone
	C.	it depends on what asset class you are trading
	D.	If you're a volatility trader you don't delta hedge