Kansas · 2026 pay · 139 people
How much does an administrative associate make in Kansas?
$43,756typical pay for a administrative associate in 2026
$40,050 – $47,346what most people earned
Includes everyone paid during 2026, including part-year workers. Typical pay rose 2.1% from 2025.
✓ Official data from KanView · Matches the agency's latest release · admin.ks.gov ↗
Where administrative associates work
Typical pay at each employer, 2026 (everyone paid).
Related jobs and the next step up
Same line of work at a different rank, by typical pay (full-year employees where we can tell).
- Senior Administrative Assistant$37,497 (everyone)
- Administrative Associate (this page)$43,756 (everyone)
- Administrative Assistant$44,056 (everyone)
- Administrative Associate Senior$48,079 (everyone)
Highest-paid administrative associates, 2026
- 1Eichler Emily JoyAdministrative Associate · University of Kansas$61,173
- 2Kalatusha Ashley NicholeAdministrative Associate · University of Kansas$59,421
- 3Weiss Emily KendallAdministrative Associate · University of Kansas$58,466
- 4Contreras Amanda NicoleAdministrative Associate · University of Kansas$56,546
- 5Gilkey Cynthia JoyAdministrative Associate · University of Kansas$56,340
Common questions
How much does an administrative associate make in Kansas?
The typical administrative associate was paid $43,756 in 2026; most earned between $40,050 and $47,346. This counts all 139 people paid, including part-year workers.
How much of the pay is overtime?
Overtime made up 0.0% of all pay for administrative associates in 2026.
Which job titles are included?
Everyone whose payroll title is Administrative Associate, at any level (for example "Administrative Associate"). Part-time-schedule titles (such as "20 hours") are left out. Senior, supervising and trainee titles have their own pages.
Job titles are written out in full from the payroll's abbreviations (for example "SR CRRECTNL POLC OFCR" → "Senior Correctional Police Officer"). "Typical pay" is the median; "most earned" is the middle half. How we calculate this