Discover comfort, convenience, and modern upgrades at 7480 Harvard Court in North Fontana. Situated on a quiet cul-de-sac within the highly desirable Etiwanda School District, this beautifully maintained single-story home is move-in ready and packed with value. Recent improvements include a brand-new HVAC system and upgraded electrical panel, providing energy efficiency, reliability, and peace of mind for years to come.
The inviting floor plan offers bright, open living spaces with abundant natural light, creating the perfect setting for both everyday living and entertaining. The spacious kitchen features ample cabinetry and counter space and flows seamlessly into the dining and living areas. Comfortable bedrooms and a relaxing primary suite provide the ideal retreat, while the expansive backyard offers endless possibilities for outdoor enjoyment, gatherings, or future customization.
Conveniently located near parks, shopping, dining, and major freeways, this home combines a prime location, sought-after schools, and important modern upgrades — making it an exceptional opportunity for today’s buyers.
37 days
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551
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22
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Zillow last checked:
Listing updated:
Listed by:
Ruben Mora Jr.DRE #02087898626-513-3882,
eXp Realty of Southern California Inc,
Kevin GonzalezDRE #01947721,
eXp Realty of Southern California Inc
Source: CRMLS,MLS#: CV26104815Originating MLS: California Regional MLS
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Principal & interest
$1,547
Mortgage insurance
$0
Property taxes
$170
Home insurance
$105
HOA fees
$0
Utilities
Not included
All calculations are estimates and provided by Zillow, Inc. for informational purposes only. Actual amounts may vary.
HOA fees may include property taxes on listings classified as Co-Ops. Contact the listing agent and/or owner for fee details.
Mortgage interest rates are dependent on a number of factors, including credit score, down payment, and repayment length. Interest rate data provided by Zillow Group Marketplace, Inc. as of 1/1/1970 from various mortgage lenders with which we have lead or other similar arrangements; the Estimated Payment is an average of those rates.
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