99502 rental market
Last updated August 15, 2025
Rental market summary
The average rent for all bedrooms and all property types in 99502 is $3,600.
$3,600
-$200
+$100
2
Source: Zillow Rentals data
Rental price range
The price range for all bedrooms and all property types is $3,600 to $8,500.
| Rent price | Number of rental properties |
|---|---|
| $3,500 | 1 |
| $3,600 | 1 |
| $5,000+ | 1 |
Average rent price over time
In the last year, rent has increased by $100 compared to the previous year.
| Last year (2024) | This year (2025) | |
|---|---|---|
| Feb | $3,395 | $2,800 |
| Mar | $3,500 | $6,000 |
| Apr | $5,750 | $5,500 |
| Jun | $2,495 | $2,395 |
| Jul | $3,300 | $5,500 |
| Aug | $3,500 | $3,132 |
| Sep | $3,100 | $3,800 |
| Oct | $2,950 | $3,600 |
| Nov | $3,500 | No data |
| Dec | $2,800 | No data |
Market temperature
The 99502 rental market temperature is WARM. Market temperature is based on changes in renter demand compared to the national average. For example, a hot market has increasing demand.
Temperature is based on all bedrooms and all property types.
Compare average rent in markets
Rent in 99502 is 33% higher than the national average.
$3,600
$2,700
Rent in 99502
We created a seamless online experience for you - from shopping on the largest rental network, to applying, to paying rent.
Post a rental listing
Frequently asked questions
1. What is the average rent in 99502?
The average rent in 99502 is $2,400.
2. How much does it cost to rent a house in 99502?
Houses in 99502 rent between $1,195 - $8,500 with an average rent of $2,400.
3. How has the rent in 99502 changed in the last year?
In the last year, the rent in 99502 decreased by $100
4. How much has the rent in 99502 increased/decreased in the last month?
In the last month, the rent in 99502 increased by $400
5. How many available rentals are there in 99502?
There are currently 35 rentals available in 99502.
6. How do rent prices in 99502 compare with the national average?
The average rent in 99502 is $2,400 — Infinity% higher the national average of $0.