Question
1. High-Low Method for a Service Company Boston Railroad decided to use the high-low method and operating data from the past six months to estimate
1.
High-Low Method for a Service Company
Boston Railroad decided to use the high-low method and operating data from the past six months to estimate the fixed and variable components of transportation costs. The activity base used by Boston Railroad is a measure of railroad operating activity, termed gross-ton miles, which is the total number of tons multiplied by the miles moved.
Transportation Costs | Gross-Ton Miles | |||
January | $854,100 | 325,000 | ||
February | 952,200 | 363,000 | ||
March | 673,000 | 235,000 | ||
April | 913,000 | 351,000 | ||
May | 765,700 | 283,000 | ||
June | 981,700 | 382,000 |
Determine the variable cost per gross-ton mile and the fixed cost.
Variable cost (Round to two decimal places.) | $ per gross-ton mile |
Total fixed cost | $ |
2.
Contribution Margin and Contribution Margin Ratio
For a recent year, Wicker Company-owned restaurants had the following sales and expenses (in millions):
Sales | $26,100 |
Food and packaging | $9,106 |
Payroll | 6,600 |
Occupancy (rent, depreciation, etc.) | 5,814 |
General, selling, and administrative expenses | 3,800 |
$25,320 | |
Income from operations | $780 |
Assume that the variable costs consist of food and packaging, payroll, and 40% of the general, selling, and administrative expenses.
a. What is Wicker Company's contribution margin? Round to the nearest million. (Give answer in millions of dollars.) $ million
b. What is Wicker Company's contribution margin ratio? Round to one decimal place. %
c. How much would income from operations increase if same-store sales increased by $1,600 million for the coming year, with no change in the contribution margin ratio or fixed costs? Round your answer to the closest million. $ million
3.
Sales Mix and Break-Even Sales
Dragon Sports Inc. manufactures and sells two products, baseball bats and baseball gloves. The fixed costs are $522,000, and the sales mix is 30% bats and 70% gloves. The unit selling price and the unit variable cost for each product are as follows:
Products | Unit Selling Price | Unit Variable Cost | ||
Bats | $60 | $50 | ||
Gloves | 150 | 90 |
a. Compute the break-even sales (units) for both products combined. units
b. How many units of each product, baseball bats and baseball gloves, would be sold at break-even point?
Baseball bats | units |
Baseball gloves | units |
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