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BLSSalary

Gambling Dealers Salary (2025)

Based on 83,910 employed workers · BLS OEWS May 2025

Official BLS Data
Annual Mean
$42,550
$20.46/hr
Annual Median
$34,320
$16.50/hr
Bottom 10%
$24,040
$11.56/hr
Top 10%
$77,090
$37.06/hr

Salary Percentile Breakdown

PercentileAnnual
10th Percentile
Bottom 10%
$24,040
25th Percentile
Lower quarter
$25,810
50th PercentileMedian
Median
$34,320
75th Percentile
Upper quarter
$49,180
90th Percentile
Top 10%
$77,090

Salary Distribution

Annual Salary Range

10th

$24K

25th

$26K

Median

$34K

75th

$49K

90th

$77K

Highest Paying States for Gambling Dealers

States with highest average wages · BLS May 2025

StateAnnual Mean
Arizona$70,590
Washington$69,630
Florida$53,150
Oregon$52,990
Pennsylvania$51,010
Wisconsin$48,320
New York$47,100
New Hampshire$46,410
Ohio$45,640
Colorado$44,620

Geographic Salary Variation

Gambling Dealers salaries vary significantly across the United States. The highest paying state is Arizona at an average of $70,590 per year, while Colorado has an average of $44,620 — a difference of $25,970. These geographic differences reflect variations in cost of living, demand, and local labor market conditions.

About Gambling Dealers

According to the Bureau of Labor Statistics, 83,910 workers were employed as Gambling Dealerss in the United States as of May 2025. This occupation is classified under Personal Care and Service Occupations. The annual mean wage of $42,550 reflects data from employer surveys conducted by BLS.

Source: BLS OEWS May 2025 · SOC Code: 39-3011

What do these percentiles mean? The 10th percentile ($24,040) represents entry-level or part-time Gambling Dealerss, while the 90th percentile ($77,090) represents highly experienced professionals or those in high-demand locations. The median ($34,320) is the midpoint — half of all Gambling Dealerss earn more and half earn less than this amount.
Data sourced from the BLS Occupational Employment and Wage Statistics program, May 2025. Public domain. Not affiliated with the US Bureau of Labor Statistics.