Assuming that machine hours are limited (i.e., this is the constrained resource), at what price does Model A become the most profitable model to produce? Select one: O a. Any price above $42 O O O O b. Any price above $56 c. Any price above $66 d. None of these options are correct. e. Any price above $28

FINANCIAL ACCOUNTING
10th Edition
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Author:Libby
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Chapter1: Financial Statements And Business Decisions
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**Title: Evaluating Profitability of Off-Road ATV Tires**

*All Terrain Tires* manufactures three different off-road ATV tires: Model A, Model B, and Model C. Plenty of market demand exists for all models. The table below reports the prices and costs per unit of each product:

|                   | **Model A** | **Model B** | **Model C** |
|-------------------|-------------|-------------|-------------|
| **Selling price** | $ ?         | $60         | $66         |
| **Direct materials cost** | $6  | $6          | $6          |
| **Direct labor costs** ($15 per labor hour) | $18 | $18         | $36         |
| **Variable support costs** ($4 per machine hour) | $4 | $8          | $12         |
| **Fixed support costs** | $12  | $12         | $12         |

Assuming that machine hours are limited (i.e., this is the constrained resource), at what price does Model A become the most profitable model to produce?

**Select one:**

- a. Any price above $42
- b. Any price above $56
- c. Any price above $66
- d. None of these options are correct.
- e. Any price above $28

**Explanation of Cost Components:**

- **Direct Materials Cost**: The cost of raw materials required to manufacture a tire.
- **Direct Labor Costs**: Calculated based on the $15 hourly rate for labor.
- **Variable Support Costs**: These vary with machine hours and cost $4 per hour.
- **Fixed Support Costs**: Constant costs that do not change with production volume.

**Understanding the Constraint:**

The primary constraint for profitability is the limitation in machine hours available for production. The goal is to determine at what selling price Model A becomes the most advantageous to produce compared to Models B and C.

By evaluating the selling price against total costs (sum of direct materials, labor, variable, and fixed support costs), it is essential to determine the break-even point making Model A the most profitable option given the machine hour constraint.
Transcribed Image Text:**Title: Evaluating Profitability of Off-Road ATV Tires** *All Terrain Tires* manufactures three different off-road ATV tires: Model A, Model B, and Model C. Plenty of market demand exists for all models. The table below reports the prices and costs per unit of each product: | | **Model A** | **Model B** | **Model C** | |-------------------|-------------|-------------|-------------| | **Selling price** | $ ? | $60 | $66 | | **Direct materials cost** | $6 | $6 | $6 | | **Direct labor costs** ($15 per labor hour) | $18 | $18 | $36 | | **Variable support costs** ($4 per machine hour) | $4 | $8 | $12 | | **Fixed support costs** | $12 | $12 | $12 | Assuming that machine hours are limited (i.e., this is the constrained resource), at what price does Model A become the most profitable model to produce? **Select one:** - a. Any price above $42 - b. Any price above $56 - c. Any price above $66 - d. None of these options are correct. - e. Any price above $28 **Explanation of Cost Components:** - **Direct Materials Cost**: The cost of raw materials required to manufacture a tire. - **Direct Labor Costs**: Calculated based on the $15 hourly rate for labor. - **Variable Support Costs**: These vary with machine hours and cost $4 per hour. - **Fixed Support Costs**: Constant costs that do not change with production volume. **Understanding the Constraint:** The primary constraint for profitability is the limitation in machine hours available for production. The goal is to determine at what selling price Model A becomes the most advantageous to produce compared to Models B and C. By evaluating the selling price against total costs (sum of direct materials, labor, variable, and fixed support costs), it is essential to determine the break-even point making Model A the most profitable option given the machine hour constraint.
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