SponsorWage

Machine Learning Manager visa sponsorship salary

Across 23 certified work-visa filings, the median wage for Machine Learning Manager is $219,300. The middle half of filings fall between $208,300 and $248,643, and the top decile begins at $282,128. Classified under SOC 11-3021.00 (Computer and Information Systems Managers).

Median
$219,300
25th pct
$208,300
75th pct
$248,643
90th pct
$282,128
Filings
23
$171,400$309,158

Who pays what for Machine Learning Manager

Ranked by number of certified filings

EmployerFilings25thMedian75th
Apple Inc.18$208,300$219,300$246,158
TikTok Inc.4$263,876$279,620$350,267

Individual filings

Most recent certified determinations

EmployerLocationWageLevelDecided
Apple Inc.Cupertino, CA$238,704Sep 26, 2025
Apple Inc.Sunnyvale, CA$248,643IISep 24, 2025
Apple Inc.Santa Clara, CA$248,643IISep 18, 2025
Apple Inc.Cupertino, CA$376,719Sep 17, 2025
Apple Inc.Cupertino, CA$248,643IIJul 24, 2025
Apple Inc.San Diego, CA$208,300IIJun 25, 2025
Apple Inc.Sunnyvale, CA$219,300IIJun 16, 2025
TikTok Inc.San Jose, CA$283,800IIMay 28, 2025
TikTok Inc.San Jose, CA$229,182IIIMay 16, 2025
Apple Inc.Cupertino, CA$219,300IIMay 14, 2025
TikTok Inc.San Jose, CA$275,440IIIMay 7, 2025
Apple Inc.Sunnyvale, CA$219,300IIMay 2, 2025
TikTok Inc.San Jose, CA$549,666IVApr 25, 2025
Apple Inc.Seattle, WA$185,037IIApr 8, 2025
Apple Inc.Seattle, WA$208,300IIMar 25, 2025
Apple Inc.New York, NY$190,700IIMar 14, 2025
Apple Inc.Cupertino, CA$216,590IIMar 3, 2025
Apple Inc.Seattle, WA$185,037IIFeb 7, 2025
Apple Inc.Santa Clara, CA$219,300IIDec 31, 2024
Apple Inc.Austin, TX$171,400IINov 29, 2024
Snap INC.Santa Monica, CA$176,134IVNov 19, 2024
Apple Inc.Cupertino, CA$219,300IIOct 22, 2024
Apple Inc.Cupertino, CA$255,445IIIOct 15, 2024

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.