
Apartments for Rent in the South Park Neighborhood of Santa Rosa, CA (833 Rentals) Page 4 of 17


568 Olive St

641-645 Tupper St

637 Tupper St

934 Clark St

825 Corby Ave

512 Sonoma Ave

200 S E St

140 Hendley St

500 Sonoma Ave

505 Olive St

523 Olive St

517 Olive St

92 Hendley St

E St Apartments

497 Sonoma Ave

1560 Allan Way

415 Laurel St

126 S E St

487-489 Sonoma Ave

681 Boyd St

1033 Clark St

538 Boyd St

106 Sebastopol Ave

433 Sonoma Ave

206 Orange St

465-469 Inglewood Dr

304 Hazel St

871 Brigham Ave

1603 Corby Ave

2168 Linwood Ave

1647 Corby Ave

856 Brigham Ave

853 Sonoma Ave

1338-1340 Beachwood Dr

108-112 Hazel St

103 Olive St

903 Sonoma Ave

1319 Beachwood Dr

1355-1357 Beachwood Dr

101 Olive St

1391 Beachwood Dr

1409-1411 Beachwood Dr

Santa Rosa Creek Commons

917-919 Sonoma Ave

1400--1418 Kawana Springs Rd

1519 Beachwood Dr

560 Arrowood Dr

579-585 Arrowood Dr

604-660 Arrowood Dr
South Park, Santa Rosa, CA Local Guide

How much does it cost to rent an apartment in South Park?
| Bedroom | Average Rent | Cheapest Rent | Highest Rent |
|---|---|---|---|
| South Park Studio Apartments | $1,933 | $1,699 | $2,459 |
| South Park 1 Bedroom Apartments | $2,182 | $1,480 | $2,782 |
| South Park 2 Bedroom Apartments | $2,675 | $1,900 | $4,500 |
| South Park 3 Bedroom Apartments | $3,229 | $2,450 | $3,545 |
| South Park 4 Bedroom Apartments | $3,099 | $2,699 | $3,499 |
How much does it cost to rent a home in South Park?
| Bedroom | Average Rent | Cheapest Rent | Highest Rent |
|---|---|---|---|
| 2 Bedroom Homes | $2,560 | $2,200 | $3,000 |
| 3 Bedroom Homes | $3,732 | $3,200 | $4,500 |
Browse Apartments in this Neighborhood
There are currently 833 rentals with your search options within a 2 mile radius of the South Park Neighborhood of Santa Rosa, CA.
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Frequently Asked Questions about South Park
What is the current pricing and availability for apartments for rent in the South Park area of Santa Rosa, CA?
As of today, August 26, 2026, there are currently 833 available South Park apartments priced from $1,480 to $4,500, with an average monthly rent of $2,549.
What is the current price range for One Bedroom South Park Apartments for rent?
Today's rental pricing for One Bedroom Apartments in South Park ranges from $1,480 to $2,782 with an average monthly rent of $2,182.
What does renting a Two Bedroom Apartment in South Park cost?
The monthly rent prices of Two Bedroom Apartments currently available in South Park range from $1,900 to $4,500. Today's average rental price for Two Bedrooms here is $2,675.
How expensive are South Park Three Bedroom Apartments?
There are currently 130 Three Bedroom Apartments listings available in South Park on ApartmentHomeLiving.com. The pricing ranges from $2,450 to $3,545 - averaging $3,229 for the location.
Expert Rental Resources
The rental experts at ApartmentHomeLiving.com provide you with top advice, tools, and tips for understanding the leasing process and finding the perfect rental. Here are a few helpful rental and leasing articles from our experts to guide you on your search.
Articles, How-To's, and Tips

Practical Tips for Renters: How to Identify a Great Rental and Avoid Red Flags
Written by: Robin Stewart
Renters want to find a great apartment, the right place for them, one that checks all the boxes of location, rental cost, amenities, safety, and more.

First Apartment Regrets: Real Renters Share What They'd Do Differently
Written by: Robin Stewart
Hindsight is 20/20. Live and Learn. With age comes wisdom. We’re familiar with all those expressions, and all of them apply to lessons first-time renters learn.

Renters Insurance 101: What It Is, What It Covers, and Why You Need It
Written by: Robin Stewart
Insurance seems to be a part of life. In some states, having insurance is the law, as is the case for automobile insurance. Renters are no exception.

Apartment Occupancy Rates: Renter Attraction vs Renter Retention
Written by: Robin Stewart
There’s a tenet in marketing about client or customer attraction and retention. Studies and data have consistently shown it costs less to keep a current customer than to attract a new one.