Water Valley Company | |||
Comparative Income Statement | |||
For the Second Quarter | |||
April | May | June | |
Sales in units | 4,500 | 5,250 | 6,000 |
Sales Revenue | $630,000 | $735,000 | $840,000 |
Cost of goods sold | $252,000 | $294,000 | $336,000 |
Gross margin | $378,000 | $441,000 | $504,000 |
Selling and administrative expenses: | |||
Shipping expense | $56,000 | $63,500 | $71,000 |
Advertising expense | $70,000 | $70,000 | $70,000 |
Salaries and commisions | $143,000 | $161,500 | $180,500 |
Insurance expense | $9,000 | $9,000 | $9,000 |
Depreciation expense | $42,000 | $42,000 | $42,000 |
Total selling and administrative expense | $320,000 | $346,250 | $372,500 |
Net operating income | $58,000 | $94,750 | $131,500 |
Using the high-low method, determine the cost function for shipping expenses.
y = 11,000 + 10X |
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y = 30,500 + 25X |
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y = 19,500 + 15X |
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y = 41,500 + 81X |
Sales in units | Shipping Expense | |
High level | 6000 | $ 71,000 |
Low level | 4500 | $ 56,000 |
Change | 1500 | $ 15,000 |
Variable cost per unit = $15000/1500 = $10
Fixed cost (at high level) = $71000 - (6000 x $10) = $71000 - $60000 = $11000
Fixed cost (at low level) = $56000 - (4500 x $10) = $56000 - $45000 = $11000
Cost function for shipping expense: y = $11000 + $10X
Answer: y = 11,000 + 10X
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