Bobby Company has fixed costs of $160,000. The unit selling price, variable cost per unit, and contribution margin per unit for the company's two products are provided below. Contribution Margin Product Selling Price per Unit Variable Cost per Unit per Unit $180 $100 $80 Y 100 60 40 The sales mix for product X and Y is 60% and 40%, respectively. Determine (a) the selling price for the overall product e (b) the variable cost per unit for the overall product e (c) the contribution margin for the overall product e (d) the break-even units for the overall product e (e) how many of product X would be sold at the break-even point () how may of product Y would be sold at the break-even point

FINANCIAL ACCOUNTING
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Chapter1: Financial Statements And Business Decisions
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### Bobby Company Financial Analysis

**Problem Statement:**

Bobby Company has fixed costs of $160,000. The unit selling price, variable cost per unit, and contribution margin per unit for the company's two products are given below:

| Product | Selling Price per Unit | Variable Cost per Unit | Contribution Margin per Unit |
|---------|------------------------|------------------------|------------------------------|
| X       | $180                   | $100                   | $80                          |
| Y       | 100                    | 60                     | 40                           |

The sales mix for product X and Y is 60% and 40%, respectively. Determine:

a) The selling price for the overall product e  
b) The variable cost per unit for the overall product e  
c) The contribution margin for the overall product e  
d) The break-even units for the overall product e  
e) How many of product X would be sold at the break-even point  
f) How many of product Y would be sold at the break-even point  

**Answers:**

a) The selling price for the overall product e  
b) The variable cost per unit for the overall product e  
c) The contribution margin for the overall product e  
d) The break-even units for the overall product e  
e) How many of product X would be sold at the break-even point: 1500  
f) How many of product Y would be sold at the break-even point: 1000  

### Additional Question:

Cordell, Inc. has an operating leverage of 3. Sales are expected to increase by 9% next year. What is the expected change in operating income next year?

---

**Notes:**

This problem involves calculating the weighted average costs and revenues for multiple products and determining the break-even point based on sales proportions. Understanding these metrics is crucial for assessing a company's financial health and making informed business decisions.
Transcribed Image Text:### Bobby Company Financial Analysis **Problem Statement:** Bobby Company has fixed costs of $160,000. The unit selling price, variable cost per unit, and contribution margin per unit for the company's two products are given below: | Product | Selling Price per Unit | Variable Cost per Unit | Contribution Margin per Unit | |---------|------------------------|------------------------|------------------------------| | X | $180 | $100 | $80 | | Y | 100 | 60 | 40 | The sales mix for product X and Y is 60% and 40%, respectively. Determine: a) The selling price for the overall product e b) The variable cost per unit for the overall product e c) The contribution margin for the overall product e d) The break-even units for the overall product e e) How many of product X would be sold at the break-even point f) How many of product Y would be sold at the break-even point **Answers:** a) The selling price for the overall product e b) The variable cost per unit for the overall product e c) The contribution margin for the overall product e d) The break-even units for the overall product e e) How many of product X would be sold at the break-even point: 1500 f) How many of product Y would be sold at the break-even point: 1000 ### Additional Question: Cordell, Inc. has an operating leverage of 3. Sales are expected to increase by 9% next year. What is the expected change in operating income next year? --- **Notes:** This problem involves calculating the weighted average costs and revenues for multiple products and determining the break-even point based on sales proportions. Understanding these metrics is crucial for assessing a company's financial health and making informed business decisions.
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