A company purchases a 6,552-square-foot building for $375,000. The building has two separate rental units. Unit A, which has the desirable location on the corner and contains 1,872 square feet, will be rented for $2.50 per square foot. Unit B contains 4,680 square feet and will be rented for $1.50 per square foot. How much of the joint cost should be allocated to Unit A and to Unit B using the value basis of allocation? Unit A Unit B Totals Rental value Percent of rental value Numerator Denominator % of Mkt Value 0.00% Joint Cost Allocated cost
A company purchases a 6,552-square-foot building for $375,000. The building has two separate rental units. Unit A, which has the desirable location on the corner and contains 1,872 square feet, will be rented for $2.50 per square foot. Unit B contains 4,680 square feet and will be rented for $1.50 per square foot. How much of the joint cost should be allocated to Unit A and to Unit B using the value basis of allocation? Unit A Unit B Totals Rental value Percent of rental value Numerator Denominator % of Mkt Value 0.00% Joint Cost Allocated cost
Chapter1: Financial Statements And Business Decisions
Section: Chapter Questions
Problem 1Q
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![## Allocation of Joint Costs for Rental Units
**Problem Statement:**
A company purchases a 6,552-square-foot building for $375,000. The building has two separate rental units:
- **Unit A:**
- Size: 1,872 square feet
- Rent: $2.50 per square foot
- Features: Desirable location on the corner
- **Unit B:**
- Size: 4,680 square feet
- Rent: $1.50 per square foot
**Objective:**
Determine how much of the joint cost should be allocated to Unit A and Unit B using the value basis of allocation.
**Table for Analysis:**
| | Rental Value | Percent of Rental Value | Joint Cost | Allocated Cost |
|-------------|---------------------------|------------------------------|------------|----------------|
| | Numerator | Denominator | % of Market Value | | |
| **Unit A** | | | | | |
| **Unit B** | | | | | |
| **Totals** | | | **0.00%** | | |
### Explanation of the Table:
**Rental Value:**
1. **Numerator:** Total rental value for each unit, calculated by multiplying the unit's square footage by its rental rate.
2. **Denominator:** Sum of rental values for all units.
**Percent of Rental Value:**
This is the percentage of the total rental value attributed to each unit.
1. **% of Market Value:** Calculated using the formula:
\[
\text{(Numerator / Denominator) * 100}
\]
**Joint Cost:**
Given as $375,000 for the entire building.
**Allocated Cost:**
The cost to be allocated to each unit based on its percentage of the total rental value.
**Steps to Solve the Problem:**
1. **Calculate the Rental Values:**
- Unit A: \(1,872 \text{ sq ft} \times \$2.50/\text{sq ft} = \$4,680\)
- Unit B: \(4,680 \text{ sq ft} \times \$1.50/\text{sq ft} = \$7,020\)
2. **Sum the Rental Values:**
- Total Rental Value = \( \$4](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2Ff392619e-43f0-4532-83aa-34cf3441acc5%2Fbcf39022-a034-46cb-8b3d-d6321400edd1%2Fd5gip_processed.png&w=3840&q=75)
Transcribed Image Text:## Allocation of Joint Costs for Rental Units
**Problem Statement:**
A company purchases a 6,552-square-foot building for $375,000. The building has two separate rental units:
- **Unit A:**
- Size: 1,872 square feet
- Rent: $2.50 per square foot
- Features: Desirable location on the corner
- **Unit B:**
- Size: 4,680 square feet
- Rent: $1.50 per square foot
**Objective:**
Determine how much of the joint cost should be allocated to Unit A and Unit B using the value basis of allocation.
**Table for Analysis:**
| | Rental Value | Percent of Rental Value | Joint Cost | Allocated Cost |
|-------------|---------------------------|------------------------------|------------|----------------|
| | Numerator | Denominator | % of Market Value | | |
| **Unit A** | | | | | |
| **Unit B** | | | | | |
| **Totals** | | | **0.00%** | | |
### Explanation of the Table:
**Rental Value:**
1. **Numerator:** Total rental value for each unit, calculated by multiplying the unit's square footage by its rental rate.
2. **Denominator:** Sum of rental values for all units.
**Percent of Rental Value:**
This is the percentage of the total rental value attributed to each unit.
1. **% of Market Value:** Calculated using the formula:
\[
\text{(Numerator / Denominator) * 100}
\]
**Joint Cost:**
Given as $375,000 for the entire building.
**Allocated Cost:**
The cost to be allocated to each unit based on its percentage of the total rental value.
**Steps to Solve the Problem:**
1. **Calculate the Rental Values:**
- Unit A: \(1,872 \text{ sq ft} \times \$2.50/\text{sq ft} = \$4,680\)
- Unit B: \(4,680 \text{ sq ft} \times \$1.50/\text{sq ft} = \$7,020\)
2. **Sum the Rental Values:**
- Total Rental Value = \( \$4
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