SponsorWage

Data Quality Engineer visa sponsorship salary

Across 13 certified work-visa filings, the median wage for Data Quality Engineer is $94,203. The middle half of filings fall between $90,500 and $104,000, and the top decile begins at $129,328. Classified under SOC 15-1253.00 (Software Quality Assurance Analysts and Testers).

This is one of many job titles filed under Software Quality Assurance Analysts and Testers. That page pools every variant, so its figures rest on far more filings than this one.

Median
$94,203
25th pct
$90,500
75th pct
$104,000
90th pct
$129,328
Filings
13

Who pays what for Data Quality Engineer

Ranked by number of certified filings

Employers filing Data Quality Engineer, with wage percentiles
EmployerFilings25thMedian75th
CoStrategix LTD2$95,000$100,000$105,000
Stem Solutions LLC2$94,203$94,203$94,203
Super Tech Consulting LLC2$82,200$82,200$82,200

Individual filings

Most recent certified determinations

Recent certified Data Quality Engineer filings, with wage and level
EmployerLocationWageLevelDecided
Coolsoft LLCFort Mill, SC$104,000IIISep 29, 2025
CoStrategix LTDBlue Ash, OH$110,000IVSep 24, 2025
The Evolvers Group, L.p.Dfw Airport, TX$93,600IISep 16, 2025
Super Tech Consulting LLCTampa, FL$82,200IIJun 26, 2025
Super Tech Consulting LLCTampa, FL$82,200IIJun 23, 2025
Affinity Solutions, INC.Irving, TX$101,175IIJun 17, 2025
Phreesia, Inc.Falls Church, VA$145,000IIIMay 5, 2025
Equinox IT Solutions, LLCLiberty Township, OH$95,139IIApr 16, 2025
CoStrategix LTDBlue Ash, OH$90,000IIIMar 17, 2025
JetBlue AirwaysAustin, TX$90,500IIMar 14, 2025
Celesdata Inc.Frisco, TX$134,160IVMar 12, 2025
Stem Solutions LLCApex, NC$94,203IIFeb 28, 2025
Stem Solutions LLCApex, NC$94,203IIFeb 24, 2025

The DOL publishes new filings quarterly. One email per release, nothing else.

Prevailing wage levels I through IV reflect the experience and responsibility the employer attested to, not seniority titles. A level I filing is an entry-level determination; level IV is fully competent and independent. Comparing across levels explains much of the spread between the 25th and 90th percentile above.