What the county record says

Address9038 Easterling Dr, Orlando, FL 32819
Parcel ID282328053700110
SubdivisionBay Hill Section 6 (6/138), lots
Water and frontageLake Tibet Butler — lakefront
County just value$3,734,450
Living area9,531 sq ft
Bedrooms5
Bathrooms6.5
Year built1997
Just value per sq ft$392

Reading the numbers

Nine thousand five hundred and thirty-one square feet on five bedrooms — 1,906 sq ft of house per bedroom. That is the widest bed-to-area ratio on Easterling Dr and the largest single structure on it, 3,130 sq ft clear of the next house at 9020.

Five bedrooms and six and a half baths. Baths exceed bedrooms by one and a half, so an all-ensuite description is supportable and a powder room is left over.

$392 a foot is second on the street, between 9030's $398 and 9010's $417, and this is by far the largest house here. That combination is unusual: the biggest house on a street normally carries the lowest rate, as 9000 does at $316. Here the size and the rate rise together, and the roll files no field that explains the difference.

1997 sits between the street's 1977 originals and its 2003 build. It is assessed $1,393,560 above 9020, a house six years newer and 3,130 sq ft smaller.

Reading the frontage

Lakefront is a mapped-polygon flag against Lake Tibet Butler: the parcel reaches the water. No shoreline length, dock, seawall or lift is recorded against it. On a house of this size the frontage is likely to matter to a buyer, and it is precisely the fact the roll does not quantify.

Bay Hill Section 6 (6/138) is this parcel's recorded plat, filed with the trailing word “lots” in the subdivision string. That is the same plat as 9020 and 9030; the difference is in how the field was keyed, not in the instrument.

What this page is not

  • It is not a listing. Nothing here says the property is for sale.
  • It is not an appraisal. Just value is the county's assessment figure for its own tax year.
  • It does not confirm a dock, a seawall or navigable access to Lake Tibet Butler.
  • It does not explain why the largest house on the street also carries well above the street's lowest rate.

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