30720 rental market

Choose another area

Last updated August 20, 2025

Rental market summary

The average rent for 2 bedroom properties in 30720 is $1,500.

Average rent

$1,500

Month-over-month change

+$200

Year-over-year change

$0

Available rentals

15

Source: Zillow Rentals data

Rental price range

The price range for 2 bedroom properties is $975 to $2,000.

Rent frequencies
Rent priceNumber of rental properties
$9002
$1,1002
$1,2003
$1,4003
$1,5003
$1,6001
$1,7002
$1,9004
$2,000+4

Average rent price over time

Average rent price over time
Last year (2024)This year (2025)
Jan$1,400$1,400
Feb$1,450$1,675
Mar$1,450$1,600
Apr$1,595$1,550
May$1,500$1,400
Jun$1,500$1,236
Jul$1,400$1,300
Aug$1,450$1,450
Sep$1,500No data
Oct$1,600No data
Nov$1,500No data
Dec$1,400No data

Market temperature

The 30720 rental market temperature is COOL. Market temperature is based on changes in renter demand compared to the national average. For example, a hot market has increasing demand.

cool

Temperature is based on all bedrooms and all property types.

Compare average rent in markets

Rent in 30720 is 21% lower than the national average.

30720vs.

$1,500

$1,895

Rent in 30720

We created a seamless online experience for you - from shopping on the largest rental network, to applying, to paying rent.

Explore Rentals

Frequently asked questions

1. What is the average rent in 30720?

The average rent in 30720 is $1,700.

2. How much does it cost to rent a house in 30720?

Houses in 30720 rent between $965 - $2,750 with an average rent of $1,700.

3. How has the rent in 30720 changed in the last year?

In the last year, the rent in 30720 increased by $148

4. How much has the rent in 30720 increased/decreased in the last month?

In the last month, the rent in 30720 increased by $289

5. How many available rentals are there in 30720?

There are currently 30 rentals available in 30720.

6. How do rent prices in 30720 compare with the national average?

The average rent in 30720 is $1,700 — Infinity% higher the national average of $0.