$ 68,120.00 --------------------------------------------------------------------
ID: 2581853 • Letter: #
Question
$ 68,120.00
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Develop a price using a target price (what do you think a customer will pay for one of your cupcakes? What are other companies charging for gourmet cupcakes?) Provide support for your target price (10 points).
Develop a price using cost-based pricing assuming that you expect to sell 24,000 cupcakes the first year and would like to have a 20% profit (10 points).
Using the price you calculated using cost based pricing in #6, calculate contribution margin per cupcake and contribution margin ratio (5 points).
Based on the price you calculated in #6, calculate how many cupcakes need to be sold in order to break-even. Calculate how much sales in dollars are needed to break-even (10 points).
Sweet Creations Bakery Variable Cost Ingredients $ 0.30 Boxed and cupcake cups $ 0.05 Baker's wage ($15/24) $ 0.63 Variable cost per cupcake $ 0.98 Depreciation $ 14,000.00 Sales personnel salaries $ 29,120.00 Rent $ 18,000.00 Insurance $ 1,000.00 Advertising $ 6,000.00 Total fixed cost for the year$ 68,120.00
Explanation / Answer
A. ( Note : The requisite information such as competitiors information etc. is not given in the question so target price can not be calculated. However other parts of the question are solved below)
B . Price = total cost + required profit
= total variable cost + total fixed cost + required profit
= $ 1.96 * 24,000 + $ 68120 + 20% of sales(i.e 25% of total cost)
= $ 115,160 + 25% of $ 115,160
= $ 143,950 or $143,950/ 24,000 i.e. $ 6 per cupcake
C. Contribution Margin per cupcake = Selling price per cupcake - total variable cost per cupcake
= $ 6 - $ 1.96
= $ 4.04
Contribution Margin Ratio = Contribution Margin per cupcake*100 / Selling price per cupcake
= $ 4.04*100 / $ 6
= 67.33%
D. Cupcakes need to be sold in order to Break Even = Total Fixed Cost / Contribution per cupcake
= $ 68,120 / $ 4.04
= 16,862 cupcakes
Sales in dollars needed to break-even = Total Fixed cost / contribution margin ratio
= $ 68,120 / 67.33%
= $ 101,172
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