Question

In: Accounting

You just won your state lottery and will be receiving a check for $1 million. You...

You just won your state lottery and will be receiving a check for $1 million. You have always wanted to start your own food truck business A new food truck with kitchen and other related equipment costs about $100,000. Other fixed costs including salaries, gas for the truck, licensing fees are estimated to be about $50,000 per year. You decided to offer traditional Mediterranean cuisine. Variable costs include food and beverages estimated at $6 per platter (meat, rice, vegetable and pita bread). Meals will be priced at $10.

  1. What is the sunk cost?
  2. What’s the relevant cost?
  3. What’s the breakeven point for this business?

Solutions

Expert Solution

1)A sunk cost refers to a cost that has already occurred and has no potential for recovery in the future.

Here, sunk cost is the new food truck with kitchen and other related equipment costs about $100,000.

2)

Relevant costs’ can be defined as any cost relevant to a decision. A matter is relevant if there is a change in cash flow that is caused by the decision.

The change in cash flow can be:

  • additional amounts that must be paid
  • a decrease in amounts that must be paid
  • additional revenue that will be earned
  • a decrease in revenue that will be earned.

So , relevant cost in relation to this business is variable costs include food and beverages estimated at $6 per platter (meat, rice, vegetable and pita bread).

3)Calculation of the  breakeven point for this business:

Contribution margin = sales price - variable costs =$10-$6=$4.

Break-even point = fixed costs ÷ contribution margin=$150,000/$4=37,500 units


Related Solutions

Juan just won $2.5 million in the state lottery. He is given the option of receiving...
Juan just won $2.5 million in the state lottery. He is given the option of receiving a total of $1.3 million now, or he can elect to be paid $100,000 at the end of each of the next 25 years. If Juan can earn 5% annually on his investments, from a strict economic point of view, which option should he take? Explain why.
1. Suppose you just won the state lottery, and you have a choice between receiving $2,550,000...
1. Suppose you just won the state lottery, and you have a choice between receiving $2,550,000 today or a 20-year annuity of $250,000, with the first payment coming one year from today. What rate of return is built into the annuity? Disregard taxes. 2. Your girlfriend just won the Florida lottery. She has the choice of $15,000,000 today or a 20-year annuity of $1,050,000, with the first payment coming one year from today. What rate of return is built into...
You just won the 1 million dollar lottery! However the state will be paying it out...
You just won the 1 million dollar lottery! However the state will be paying it out to you in 20 annual $50,000 payments. If the inflation rate averages 4% over that time period how much would be the present value if you could receive an equivalent amount up front in a lump sum.
1. You have just won the prize in the State lottery. A recent innovation is to...
1. You have just won the prize in the State lottery. A recent innovation is to offer prize winners a choice of payoffs. You must choose one of the following prizes: a. $1,000,000 paid immediately b. $600,000 paid exactly one year from today, and another $600,000 paid exactly 3 years from today c. $70,000 payment at the end of each year forever (first payment occurs exactly 1 year from today) d. An immediate payment of $600,000, then beginning exactly 5...
Manuel just won the lottery and the prize was $ 1 million. You have the option...
Manuel just won the lottery and the prize was $ 1 million. You have the option of receiving a lump sum of $ 312,950 or $ 50,000 per year for the next 20 years. If Miguel can invest the single amount at 9% or invest the annual payments at 7%; Which one should I choose? a. one-time amount of 312,950 b. b. annual payments of 50,000
Who Wants to Be a Millionaire? You just won $1 million dollars in the lottery! They...
Who Wants to Be a Millionaire? You just won $1 million dollars in the lottery! They offer you two options for your winnings: a lump sum payment right now, or $100,000 a year over the next 10 years. Current 10-year interest rates are at 5%, and the current tax on lottery winnings is 40%.   What is the amount you will receive today with the lump sum option? Which option would you select? How would you present your argument for your...
Assume that you just won the state lottery. Your prize can be taken either in the...
Assume that you just won the state lottery. Your prize can be taken either in the form of $40,000 at the end of each of the next 25 years or as a single payment of $500,000 paid immediately. If you expect to be able to earn 5% annually on your investments over the next 25 years, which alternative should you take?
Jesse just won the state lottery. He has been given the option of receiving either $62.9...
Jesse just won the state lottery. He has been given the option of receiving either $62.9 million today or $5 million a year for the next 35 years, with the first payment paid today. Describe the process that Jesse should use to determine which payment option he prefers. Ignore all taxes and assume that Jesse will live for at least 40 more years.
You have just won a lottery of $1 million and you can chooseamong the following...
You have just won a lottery of $1 million and you can choose among the following three payout options. The effective annual interest rate (EAR) is 5%. Option A: $100,000 every two years, starting 2 years from now and ending 20 years from now. Option B: $100,000 a year at the end of the next 10 years, with the first payment one year from today. Option C: $500,000 right now and $500,000 exactly 20 years from now. Please calculate the...
Congratulations! You have just won the State Lottery. The lottery prize was advertised as an annualized...
Congratulations! You have just won the State Lottery. The lottery prize was advertised as an annualized $105 million paid out in 30 equal annual payments beginning immediately. The annual payment is determined by dividing the advertised prize by the number of payments. Instead you could take a one lump cash prize of the present value of all the annuity payments using a 4.5% discount rate. You now have up to 60 days to determine whether to take the cash prize...
ADVERTISEMENT
ADVERTISEMENT
ADVERTISEMENT