A large site in a busy commercial district is improved with a small single-story building that covers a fraction of the lot. Comparable sites with appropriately sized buildings earn a much higher return to the land. Which principle best explains why the subject is not achieving maximum value?
Correct Answer
A) Balance, as the land and building are out of proportion
Balance holds that return, including the return to land, is highest when the factors of production are in the optimum proportion, and internally the land-building combination is critical. Here the building is too small for the site. Regression concerns a superior property hurt by inferior neighbors, conformity favors similarity, and the facts point to the improvement, not to off-site traffic.
Why This Is the Correct Answer
Option A is correct because the principle of balance holds that the overall return, including the return to land, is highest when the factors of production are in optimum proportion. A small building on a large commercial site is out of proportion, so the land earns less than on comparable, properly improved sites.
Why the Other Options Are Wrong
Option B: Regression, as larger buildings nearby lower its value
Option B says larger buildings nearby lower its value through regression. Regression applies to a superior property harmed by inferior ones; nearby larger buildings would not drag a smaller property down that way.
Option C: Conformity, as the district's buildings are too similar
Option C says the district's buildings are too similar. Conformity holds that reasonable similarity supports value, and the problem here is the subject's undersized building, not uniformity in the district.
Option D: Externalities, as the district's traffic hurts the site
Option D blames the district's traffic. Traffic in a busy commercial district usually supports commercial use, and the facts tie the weak return to the undersized improvement, not to an outside influence.
Right building, right lot
Balance asks whether the building fits the land: too small wastes the site, too large overloads it.
How to use: Use this when a stem describes an under-improved or overbuilt site earning a weak return.
Exam Tip
Under-improvement and over-improvement are both balance problems; do not assume balance only applies to overbuilt sites.
Common Mistakes to Avoid
- -Applying balance only to overbuilt sites
- -Confusing an under-improved site with regression
- -Ignoring the return to land when judging whether an improvement fits its site
Concept Deep Dive
Analysis
The facts describe an under-improved site whose land earns less than it could. The question asks which principle explains that shortfall, and the answer is balance, specifically the internal balance between land and building.
Background Knowledge
The principle of balance says value is created and sustained when interacting elements are in equilibrium. Internally this means the right combination of land and building; externally it means a property in balance with its surroundings. Both under-improvement and over-improvement upset that balance.
Real-World Application
An appraiser values a small, older store on a large corner lot in a busy retail corridor. She notes that comparable sites with larger buildings earn more and analyzes whether the existing improvement still represents the best use of the site.
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As improved, a retail building is worth $1,200,000 in its current use. Renovating it would cost $250,000 plus $50,000 of rent lost during the work and would raise its value to $1,560,000. Converting it to medical office would cost $600,000 and would raise its value to $1,850,000. Assuming equal risk and timing, what value, net of required investment, does the highest and best use as improved indicate?
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