With the possibility of the US Congress relaxing restrictions on cutting old growth forests, Timber Lumber Company is considering an expansion of its facilities. The company believes it can sell lumber for $0.18 per board foot. A board foot is a measure of lumber. The tax rate for the company is 34.5%. The company is presented with the following four independent opportunities: Build factory A with annual fixed costs of $22 million and variable costs of $0.10 per board foot. The factory has an annual capacity of producing 500 million board feet. Build factory B with annual fixed costs of $11 million and variable costs of $0.12 per board foot. The factory has an annual capacity of producing 300 million board feet. Build factory C with annual fixed costs of $14 million and variable costs of $0.11 per board foot. The factory has an annual capacity of producing 400 million board feet. Required: 1. What is the break-even point of production in board feet for factory A? 2. If the company desires to generate a before tax profit of $1.5 million with factory B, how many board feet would the company have to process and sell? 3. If the company desires to generate an after tax profit of $2.5 million with factory C, how many board feet would the company have to process and sell?
With the possibility of the US Congress relaxing restrictions on cutting old growth forests, Timber Lumber Company is considering an expansion of its facilities. The company believes it can sell lumber for $0.18 per board foot. A board foot is a measure of lumber. The tax rate for the company is 34.5%. The company is presented with the following four independent opportunities: Build factory A with annual fixed costs of $22 million and variable costs of $0.10 per board foot. The factory has an annual capacity of producing 500 million board feet. Build factory B with annual fixed costs of $11 million and variable costs of $0.12 per board foot. The factory has an annual capacity of producing 300 million board feet. Build factory C with annual fixed costs of $14 million and variable costs of $0.11 per board foot. The factory has an annual capacity of producing 400 million board feet. Required: 1. What is the break-even point of production in board feet for factory A? 2. If the company desires to generate a before tax profit of $1.5 million with factory B, how many board feet would the company have to process and sell? 3. If the company desires to generate an after tax profit of $2.5 million with factory C, how many board feet would the company have to process and sell?
Chapter1: Financial Statements And Business Decisions
Section: Chapter Questions
Problem 1Q
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