Problem 20 Ose CVP and compute the sales revenue necessary to achieve an IBIT of $162,000 for a multi-product restaurant from the information below. Food Beverage $160,000 48,000 112,000 Total Sales VC CM $240,000 144,000 96,000 $400,000 192,000 208,000 150,000 58,000 100% 48% 52% FC IBIT
Problem 20 Ose CVP and compute the sales revenue necessary to achieve an IBIT of $162,000 for a multi-product restaurant from the information below. Food Beverage $160,000 48,000 112,000 Total Sales VC CM $240,000 144,000 96,000 $400,000 192,000 208,000 150,000 58,000 100% 48% 52% FC IBIT
Chapter1: Financial Statements And Business Decisions
Section: Chapter Questions
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![**Problem 20**
Use Cost-Volume-Profit (CVP) analysis and compute the sales revenue necessary to achieve an Income Before Income Taxes (IBIT) of $162,000 for a multi-product restaurant from the information below.
| | Food | Beverage | Total | |
|-----------------|------------|------------|-----------|-----|
| **Sales** | $240,000 | $160,000 | $400,000 | 100%|
| **Variable Costs (VC)** | 144,000 | 48,000 | 192,000 | 48% |
| **Contribution Margin (CM)** | 96,000 | 112,000 | 208,000 | 52% |
| **Fixed Costs (FC)** | | | 150,000 | |
| **Income Before Income Taxes (IBIT)**| | | 58,000 | |
**Explanation:**
This table outlines the financial components needed to perform a CVP analysis for a restaurant with both food and beverage sales.
- **Sales** represent the total revenue from each category.
- **Variable Costs (VC)** are the costs that vary with the level of output.
- **Contribution Margin (CM)** is the amount left after variable costs are subtracted from sales, contributing to covering fixed costs and generating profit.
- **Fixed Costs (FC)** are costs that do not change with the level of output.
- **Income Before Income Taxes (IBIT)** represents the profit before taxes.
The problem asks to compute the necessary sales to achieve a target IBIT of $162,000, considering the current breakdown of costs and sales.](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2F9914b20e-c440-4642-928c-65221bf693a6%2Ff5abbe59-6e61-4712-819d-8d9ed41453d6%2F8bgevb_processed.jpeg&w=3840&q=75)
Transcribed Image Text:**Problem 20**
Use Cost-Volume-Profit (CVP) analysis and compute the sales revenue necessary to achieve an Income Before Income Taxes (IBIT) of $162,000 for a multi-product restaurant from the information below.
| | Food | Beverage | Total | |
|-----------------|------------|------------|-----------|-----|
| **Sales** | $240,000 | $160,000 | $400,000 | 100%|
| **Variable Costs (VC)** | 144,000 | 48,000 | 192,000 | 48% |
| **Contribution Margin (CM)** | 96,000 | 112,000 | 208,000 | 52% |
| **Fixed Costs (FC)** | | | 150,000 | |
| **Income Before Income Taxes (IBIT)**| | | 58,000 | |
**Explanation:**
This table outlines the financial components needed to perform a CVP analysis for a restaurant with both food and beverage sales.
- **Sales** represent the total revenue from each category.
- **Variable Costs (VC)** are the costs that vary with the level of output.
- **Contribution Margin (CM)** is the amount left after variable costs are subtracted from sales, contributing to covering fixed costs and generating profit.
- **Fixed Costs (FC)** are costs that do not change with the level of output.
- **Income Before Income Taxes (IBIT)** represents the profit before taxes.
The problem asks to compute the necessary sales to achieve a target IBIT of $162,000, considering the current breakdown of costs and sales.
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