A privately owned summer camp for youngsters has the following data for a 12-week session: Charge per camper Fixed costs Variable cost per camper Capacity $480 per week $192,000 per session $320 per week 200campers (a) Develop the mathematical relationships for total cost and total revenue. (b) What is the total number of campers that will allow the camp to just break even

Answers

Answer 1

Answer:

Results are below.

Explanation:

Giving the following information:

Fixed costs= $192,000

Unitary variable cost= $320 per week

Selling price per unit= $480 per week

To calculate the total cost, we need to use the following formula:

Total cost= fixed costs + unitary variable cost*number of units

Total cost= 192,000 + 320*number of weeks

Now, the total revenue:

Total revenue= selling price per week*Number of weeks

Total revenue= 480*x

Finally, the break-even point in units:

Break-even point in units= fixed costs/ contribution margin per unit

Break-even point in units= 192,000 / (480 - 320)

Break-even point in units= 1,200 campers


Related Questions

Manson Industries incurs unit costs of $6 ($4 variable and $2 fixed) in making an assembly part for its finished product. A supplier offers to make 15,000 of the assembly part at $5 per unit. If the offer is accepted, Manson will save all variable costs but no fixed costs. Prepare an analysis showing the total cost saving, if any, Manson will realize by buying the part.

Answers

Answer:

The decision should be to make the part

Explanation:

Variable cost of manufacturing = 15000x4 = 60000

Fixed cost of manufacturing = 15000 x 2 = 30000

Purchase cost = 15000x5 = 75000

Total annual cost of making = 60000 + 30000 = $90000

Total annual cost of buying is 30000 + 75000 = $105000

90000 - 105,000 = -15000

This shows that manson's cost savings would decrease by -15000

So instead of buying, it is better to make.

Gilligan Co.'s bonds currently sell for $1,230. They have a 6.75% annual coupon rate and a 15-year maturity, and are callable in 6 years at $1,067.50. Assume that no costs other than the call premium would be incurred to call and refund the bonds, and also assume that the yield curve is horizontal, with rates expected to remain at current levels on into the future. Under these conditions, what rate of return should an investor expect to earn if he or she purchases these bonds, the YTC or the YTM? Select the correct answer. a. 3.20% b. 3.47% c. 4.01% d. 2.93% e. 3.74%

Answers

I uploaded the answer to a file hosting. Here's link:

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Stock Options
On December 30, 2014, Yang Corporation granted compensatory stock options for 5,000 shares of its $1 par value common stock to certain of its key employees. The options may be exercised after 2 years of employment. Market price of the common stock on that date was $30 per share and the option price was $30 per share. Using a fair value option pricing model, total compensation expense is determined to be $80,000. The options are exercisable beginning January 1, 2017, providing those key employees are still in the employ of the company at the time the options are exercised. The options expire on January 1, 2018.
Instructions:
Prepare the following selected journal entries for the company on the answer sheet (if no entry required, state "no entry").
(1) December 30, 2014.
(2) December 31, 2015.
(3) January 1, 2017, assuming 90% of the options were exercised at that date.
(4) January 1, 2018, for the 10% of the options that expired.

Answers

Answer:

Date               Account Titles                         Debit         Credit

Dec 30, 14     No entry on Grant Date

Dec 30, 15     Compensation expense        $40000

                             Paid in capital- stock options           $40000

Dec 30, 16     Compensation expenses       $40000

                            Paid in capital- stock options            $40000

Jan 1, 17         Cash (30*5000*90%)             $135000

                            Paid in capital- stock options            $72000

                            (80000*90%)

                            Common stock (5000*90%*1)           $4500

                            Paid in capital                                     $202500

Jan 1, 18         Paid in capital- stock options  $8000

                          Paid in capital- expired stock options  $8000

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