8) CathFoods will release a new range of candies which contain anti-oxidants. New equipment to manufacture the candy will cost $4 million, which will be depreciated by straight-line depreciation over six years. In addition, there will be $5 million spent on promoting the new candy line. It is expected that the range of candies will bring in revenues of $6 million per year for five years with production and support costs of $1.5 million per year. If CathFoods' marginal tax rate is 35%, what are the incremental earnings in the second year of this project? A) $2.492 million B) $2.100 million C) $3.833 million D) $1.342 million Ancuar
8) CathFoods will release a new range of candies which contain anti-oxidants. New equipment to manufacture the candy will cost $4 million, which will be depreciated by straight-line depreciation over six years. In addition, there will be $5 million spent on promoting the new candy line. It is expected that the range of candies will bring in revenues of $6 million per year for five years with production and support costs of $1.5 million per year. If CathFoods' marginal tax rate is 35%, what are the incremental earnings in the second year of this project? A) $2.492 million B) $2.100 million C) $3.833 million D) $1.342 million Ancuar
Chapter1: Financial Statements And Business Decisions
Section: Chapter Questions
Problem 1Q
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Question

Transcribed Image Text:**Project Analysis: CathFoods' New Candy Line**
CathFoods plans to release a new line of candies featuring anti-oxidants. The development requires new equipment costing $4 million, which will be depreciated using straight-line depreciation over six years. Additionally, promotional expenses are estimated at $5 million.
**Financial Expectations:**
- **Revenue:** $6 million per year for five years.
- **Production and Support Costs:** $1.5 million per year.
- **Marginal Tax Rate:** 35%.
**Objective:**
Calculate the incremental earnings in the second year of the project.
**Choices:**
A) $2.492 million
B) $2.100 million
C) $3.833 million
D) $1.342 million
**Solution:**
- **Depreciation:** $4 million / 6 years = $0.6667 million (approx.)
- **Earnings Before Tax (EBT):** $6 million - $1.5 million - $0.6667 million ≈ $3.833 million
- **Earnings After Tax:** $3.833 million * (1 - 0.35) = $2.492 million
**Correct Answer:** A) $2.492 million
**Competency Assessment:**
- **Diff:** 1
- **Var:** 12
- **Skill:** Analytical
- **AACSB Objective:** Analytic Skills
This exercise evaluates the ability to apply depreciation and tax calculations in a business context, enhancing analytical and computational skills.
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