Use information in Exhibit 5, attempt to compute the breakeven revenue for three different conditions: (1) assumes Marilyn wants to cover only the annual fixed costs through operations, and without paying a salary for herself; (2) assumes Marilyn wants to cover the annual fixed costs, and charges a modest $30,000 in salary and benefits, to cover her cost of inventory, her previous year’s loss and some other personal expenses; (3) assumes Marilyn can manage to cut the Cost of Sales by 10%, and she wants to cover the annual fixed costs and charges a modest $30,000 in salary and benefits
(1) assumes Marilyn wants to cover only the annual fixed costs through operations, and without paying a salary for herself;
Let's assume the break even revenue to be R. Hence, gross margin, GM = 53% of Revenue = 0.53R
Fixed costs to be covered, FC = Annual operating expenses = 22,024
Hence, at break even revenue, profits = GM - FC = 0
Or, 0.53R - 22,024 = 0
Hence, R = 22,024 / 0.53 = $ 41,555
(2) assumes Marilyn wants to cover the annual fixed costs, and charges a modest $30,000 in salary and benefits, to cover her cost of inventory, her previous year’s loss and some other personal expenses;
FC = 22,024 + 30,000 = 52,024
Hence, the equation now is: 0.53R - 52,024 = 0
Hence, R = 52,024 / 0.53 = $ 98,158
(3) assumes Marilyn can manage to cut the Cost of Sales by 10%, and she wants to cover the annual fixed costs and charges a modest $30,000 in salary and benefits
Cost of sales now = 14,197 x (1 - 10%) = 12,777
Cost of sales as % of revenue = 12,777 / 30,046 = 42.53%
Hence, GM now = (1 - 42.53%) x R = 0.5747R
The equation now is: 0.5747R - 52,024 = 0
Hence, R = 52,024 / 0.5747 = $ 90,517
Use information in Exhibit 5, attempt to compute the breakeven revenue for three different conditions: (1) assumes Marilyn wants to cover only the annual fixed costs through operations, and without pa...