Question

In: Accounting

P 2-10: Verdi Opera or Madonna? You won a free ticket to see Verdi's Aida opera....

P 2-10: Verdi Opera or Madonna?

You won a free ticket to see Verdi's Aida opera. The ticket has no resale value, but since you enjoy Verdi operas, you would be willing to pay $30 for the ticket had you not received it for free. Madonna is performing on the same night. There is absolutely nothing else you can do that night other than either attending the Verdi opera or the Madonna concert. Tickets to the Madonna concert cost $160. On any given day, you would be willing to pay up to $200 to see Madonna because you are such a big fan. Assume there are no other costs of seeing either the Verdi opera or Madonna. What is the opportunity cost of attending the Verdi opera?

Solutions

Expert Solution

There are 2 options:

1st - attend Verdi opera concert, cost of which is 0 as free ticket is won

2nd- attend Madonna concert, cost of which is $ 160 ($ 200 are fictitious and $ 160 is actual cost of ticket)

There is absolutely nothing else which can be done on that night other than either attending the Verdi opera or the Madonna concert. Which any 1 concert is to be attended

If Verdi opera concert is attended which means Madonna concert is not attended so the cost of Madonna concert will be saved. Opportunity cost of an alternative is something which is lost by choosing that alternative.

If Verdi opera concert is attended , $ 160 is not spent on the tickets of Madonna concert. In monetary terms there is no opportunity cost of attending the Verdi opera concert. In fact $ 160 will be saved from spending. Though this $ 160 will not be added to income if Verdi opera concert is attended. $ 160 are just saved by attending Verdi opera concert. In theoretical terms if Verdi opera concert is attended, opportunity of attending Madonna concert is lost. The cost of attending Verdi opera concert is losing the opportunity of attending Madonna concert.


Related Solutions

14 randomly chosen students have each won a free ticket to play a game of chance....
14 randomly chosen students have each won a free ticket to play a game of chance. In this game a wheel is spun that has been equally divided among 20 values, and when the wheel stops spinning a pointer will have selected one of the 20 values randomly (think Wheel-of-Fortune style). So therefore we will assume that each of the 20 outcomes is equally likely. Before spinning, the player chooses which value they think it will stop on. If it...
Phred Phortunate won his state lotto 2 years ago. His lotto ticket was worth $10 million,...
Phred Phortunate won his state lotto 2 years ago. His lotto ticket was worth $10 million, which was payable in 20 annual installments of $500,000 each. Phred paid $1 for the winning ticket. The lotto in Phred's state does not allow winners to receive their payout in a lump sum. Phred wanted all the money now, so he assigned his future lotto winnings to an Unscrupulous Finance Company (UFC) for a discounted price of $4.5 million. Assignment of lotto winnings...
1) You buy a lottery ticket to a lottery that costs $10 per ticket. There are...
1) You buy a lottery ticket to a lottery that costs $10 per ticket. There are only 100 tickets available to be sold in this lottery. In this lottery there are one $500 prize, two $100 prizes, and four $25 prizes. Show its probability distribution in the form of a table. What is the standard deviation of your gain or loss? What type of skewness does the probability distribution represent?
Prob Set 1 Lottery question 3 3. You just won $250,000 on a lottery ticket. You...
Prob Set 1 Lottery question 3 3. You just won $250,000 on a lottery ticket. You plan to save the money in a retirement account expected to return 8% per year. If you intend to retire in 20 years, how much are these winnings expected to be worth when you retire?     a) Suppose you win the lottery but are given the following choice: 1) receive $250,000 today in a lump sum or 2) receive annual payments of $20,000 for...
Consider the Battle of the Sexes game: Jim Boxing (q) Opera (1-q) Sophia Boxing (p) 2,...
Consider the Battle of the Sexes game: Jim Boxing (q) Opera (1-q) Sophia Boxing (p) 2, 1 0, 0 Opera (1-p) 0, 0 1, 2 1. (1.5 point) Give the pure-strategy Nash equilibrium or equilibria, if any. 2. (6 points) Compute the mixed-strategy Nash equilibrium with p being the probability of boxing for Sophia q being the probability of boxing for Jim. As part of your answer, show how you calculate the best responses for each player by calculating the...
You have been given a ticket to see Katy Perry in concert tonight. You cannot resell...
You have been given a ticket to see Katy Perry in concert tonight. You cannot resell the ticket. Adele is performing on the same night & her concert is the only other activity you are considering. An Adele ticket costs $85 & on any given day you would be willing to pay as much as $150 to see her play. There is no other cost of seeing either performer. What is the opportunity cost of attending the Katy Perry concert?...
You just won $900 in the lottery and you decide to invest this money for 10...
You just won $900 in the lottery and you decide to invest this money for 10 years. Three accounts pay as follows: Account A pays 14% interest per year. Account B pays 13.4% interest per year, compounded monthly. Account C pays 13% interest per year, compounded daily. For each account, determine the value of your investment after 10 years. Account A: $    Account B: $    Account C: $    If you are trying to earn the most money possible on your...
Suppose you have to pay $2 for a ticket to enter a competition. The prize is...
Suppose you have to pay $2 for a ticket to enter a competition. The prize is $18 and the probability that you win is 1/3. Your current wealth is $10. (a) Are you going to enter this competition? Justify your decision, that is, choose a utility function that best describes your attitude toward, compute your expected utilities from entering the competition or staying away from it, and compare them to justify your decision.
1. If you see a p-value that is less than your cutoff, do you: (a) Reject...
1. If you see a p-value that is less than your cutoff, do you: (a) Reject the H0 (b) Reject the H1 (c) Fail to reject the H0 (d) Fail to reject the H1 (e) Accept the H0 (f) Accept the H1 6. Let X be a random variable with E(X) = 1, Var(X) = 4. I observe X¯ = 1.1 from a sample of size n. I am doing a hypothesis test of whether or not H0 : µ...
1. If you see a p-value that is less than your cutoff, do you: (a) Reject...
1. If you see a p-value that is less than your cutoff, do you: (a) Reject the H0 (b) Reject the H1 (c) Fail to reject the H0 (d) Fail to reject the H1 (e) Accept the H0 (f) Accept the H1 6. Let X be a random variable with E(X) = 1, Var(X) = 4. I observe X¯ = 1.1 from a sample of size n. I am doing a hypothesis test of whether or not H0 : µ...
ADVERTISEMENT
ADVERTISEMENT
ADVERTISEMENT