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A property's current use as a gas station generates $180,000 annual income. Alternative use as retail would generate $220,000 annually but requires $300,000 in conversion costs. Using a 10% capitalization rate, what use produces higher value?

Correct Answer

C) Retail use at $1,900,000

Gas station value: $180,000 ÷ 0.10 = $1,800,000. Retail value: ($220,000 ÷ 0.10) - $300,000 conversion costs = $2,200,000 - $300,000 = $1,900,000. Retail use produces higher value at $1,900,000.

Answer Options
A
Gas station use at $1,800,000
B
Retail use at $2,200,000
C
Retail use at $1,900,000
D
Both uses produce equal value

Why This Is the Correct Answer

Option C correctly calculates both values and accounts for conversion costs. The gas station value is $180,000 ÷ 0.10 = $1,800,000. The retail value starts at $220,000 ÷ 0.10 = $2,200,000, but the $300,000 conversion costs must be subtracted, resulting in $1,900,000. This demonstrates that while retail generates higher income, the conversion costs reduce its net value, though it still exceeds the gas station value.

Why the Other Options Are Wrong

Option A: Gas station use at $1,800,000

Option A only provides the gas station value without comparing it to the retail alternative, and incorrectly suggests this is the higher value when retail actually produces $1,900,000 after conversion costs.

Option B: Retail use at $2,200,000

Option B fails to subtract the $300,000 conversion costs from the retail value, showing the gross capitalized value of $2,200,000 instead of the net value after accounting for required improvements.

Option D: Both uses produce equal value

Option D is incorrect because the values are not equal - retail use produces $1,900,000 while gas station use produces $1,800,000, a difference of $100,000.

CONVERT Formula

CONVERT: Capitalize income, then Subtract conversion costs. C-O-N-V-E-R-T = Capitalize Operating Net income, Verify Expenses for Renovation, Take away conversion costs.

How to use: When you see alternative use questions, remember CONVERT - always capitalize the income first, then subtract any conversion or renovation costs to get the true net value of the alternative use.

Exam Tip

Always read carefully for conversion costs or improvement costs when comparing alternative uses - these costs must be subtracted from the capitalized value, not the income stream.

Common Mistakes to Avoid

  • -Forgetting to subtract conversion costs from the alternative use value
  • -Subtracting conversion costs from the annual income instead of the capitalized value
  • -Comparing only the income streams without performing the full capitalization calculation

Concept Deep Dive

Analysis

This question tests the concept of highest and best use analysis, specifically comparing the economic feasibility of different property uses. The appraiser must calculate the value of each use by capitalizing the net operating income, but must also account for any conversion costs required to achieve the alternative use. The key principle is that conversion costs reduce the net value of the alternative use, making it a cost-benefit analysis rather than simply comparing gross income streams. This reflects real-world scenarios where properties may have multiple potential uses, but the costs of achieving those uses must be factored into the valuation.

Background Knowledge

Highest and best use analysis requires comparing the present value of different potential uses for a property. When calculating alternative use values, any costs required to convert the property to that use must be subtracted from the capitalized income value.

Real-World Application

In practice, appraisers frequently encounter properties where the current use may not be the highest and best use, such as older gas stations in retail corridors, single-family homes in commercial zones, or obsolete industrial buildings that could be converted to mixed-use developments.

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