In: Accounting
Evans Park
Evans Park is a small amusement park that provides a variety of rides for children and teens. In a typical summer season, the park sells twice as many child tickets as adult tickets. Adult ticket prices are $18 and the children’s price is $10. Revenue from food and beverage concessions is estimated to be $60,000, and souvenir revenue is expected to be $25,000. Variable costs per person (child or adult) are $3.25. Fixed costs amount to $150,000. Build a model to show the profitability of this park based on these facts.
REQUIRED: Show the model with adult sales at the break-even point.
HINT: The EvansPark sheet gives a starting point. After entering labels and formulas for your model, use Goal Seeking to find where to adjust adult ticket sales so that profit equals zero. “Goal Seek” is found under the “What-If Analysis” button of the “Data” ribbon.
Determination of selling price per composite untis | |||||||
Quanity | Selling price per unit | Total composite unit | |||||
Adult | 1 | 18 | 18 | ||||
Child | 2 | 10 | 20 | ||||
Total | 38 | ||||||
Determination of variable costs per composite unit | |||||||
Quanity | Variable cost per unit | Total composite unit | |||||
Adult | 1 | 3.25 | 3.25 | ||||
Child | 2 | 3.25 | 6.5 | ||||
Total | 9.75 | ||||||
Contribution margin per composite unit | |||||||
Selling price per composite units | 38 | ||||||
Less | Variable cost per composite units | 9.75 | |||||
Contribution margin per composite unit | 28.25 | ||||||
Determination of break even points for composite units | |||||||
=Fixe cost/Contribution margin per composite unit | |||||||
=(150000-85000*)/28.25 | = | 2300.885 | |||||
* Revenue from food & beverages & souvenir | |||||||
Determination of No. of units of each product sold at break even point | |||||||
Quanity | No. of composite unit | Unit sales at break even | |||||
Adult | 1 | 2300.885 | 2300.88496 | ||||
Child | 2 | 2300.885 | 4601.76991 | ||||
Total | 6902.65487 | ||||||