Lot 5 S 5TH ST , Eldridge, IA 52748
$ 392,990
Bed Rooms
3
Bath Rooms
2
SqFt
1,387
Highlight
Year Built
2025
Days of On-Site Use
--
Property Type
Single Family Home
Price per Sqft
$283
Car Garage
3.0
Property Details
Key Details
Sub Type
Detached Single
Listing Status
Active
Purchase Type
For Sale
Square Footage
1,387 sqft
Subdivision
Grunwald Grove
MLS Listing ID
12606790
Style
Ranch
Bedrooms
3
Full Baths
2
Tax Year
2024
Lot Size
7,405 Sqft
Lot Dimensions
65x120
Property Sub-Type
Detached Single
Location
State
IA
County
Scott
Area
Eldridge
Rooms
Basement
Egress Window, Full
Interior
Interior Features
Vaulted Ceiling(s)
Heating
Forced Air, Natural Gas
Cooling
Central Air
Equipment
CO Detectors, Ceiling Fan(s), Sump Pump, Radon Mitigation System
Fireplace
N
Appliance
Dishwasher, Disposal, ENERGY STAR Qualified Appliances, Microwave, Range
Laundry
Gas Dryer Hookup
Exterior
Utilities Available
Cable Available
Roof Type
Asphalt
Building
Dwelling Type
Detached Single
Building Description
Vinyl Siding,Frame, No
Foundation
No
Sewer
Public Sewer
Water
Public
Level or Stories
1 Story
Structure Type
Vinyl Siding,Frame
New Construction
true
Schools
Elementary Schools
Edward White Elementary School
Middle Schools
North Scott Junior High School
High Schools
North Scott High School
School District
4784 , 4784, 4784
Others
HOA Fee Include
None
Ownership
Fee Simple w/ HO Assn.
Special Listing Condition
Home Warranty
© 2026 Listings courtesy of MRED as distributed by MLS GRID. All Rights Reserved.
Listed by Mark Southwood of Home Sell Flat LLC
Mortgage Calculator
Mortgage values are calculated by Lofty and are for illustration purposes only, accuracy is not guaranteed.
WORK WITH US
Reach out to an expert real estate agent today. Dive into the world of luxury real estate with guidance from our devoted team. Your dream home is within reach.
SELLER SERVICES
We take the stress out of selling your home by providing a seamless experience from start to finish. Our team will put you in the best position to market your home and sell it for the highest possible price.
