SponsorWage

Staff Modem Technologies Engineer visa sponsorship salary

Across 16 certified work-visa filings, the median wage for Staff Modem Technologies Engineer is $155,000. The middle half of filings fall between $155,000 and $178,006, and the top decile begins at $186,472. Classified under SOC 17-2072.00 (Electronics Engineers, Except Computer).

Median
$155,000
25th pct
$155,000
75th pct
$178,006
90th pct
$186,472
Filings
16
$145,000$186,472

Who pays what for Staff Modem Technologies Engineer

Ranked by number of certified filings

EmployerFilings25thMedian75th
Qualcomm Technologies, Inc.16$155,000$155,000$178,006

Individual filings

Most recent certified determinations

EmployerLocationWageLevelDecided
Qualcomm Technologies, Inc.San Diego, CA$155,000IIISep 26, 2025
Qualcomm Technologies, Inc.San Diego, CA$155,000IIISep 19, 2025
Qualcomm Technologies, Inc.San Diego, CA$155,000IIISep 17, 2025
Qualcomm Technologies, Inc.San Diego, CA$155,000IIISep 11, 2025
Qualcomm Technologies, Inc.Santa Clara, CA$186,472IIISep 3, 2025
Qualcomm Technologies, Inc.Santa Clara, CA$186,472IIIAug 26, 2025
Qualcomm Technologies, Inc.Santa Clara, CA$186,472IIIJul 24, 2025
Qualcomm Technologies, Inc.San Diego, CA$155,000IIIJun 30, 2025
Qualcomm Technologies, Inc.Boxborough, MA$155,000IIIJun 11, 2025
Qualcomm Technologies, Inc.Boxborough, MA$155,000IIIMar 14, 2025
Qualcomm Technologies, Inc.San Diego, CA$155,000IIIFeb 26, 2025
Qualcomm Technologies, Inc.Boxborough, MA$145,000IIIFeb 24, 2025
Qualcomm Technologies, Inc.Santa Clara, CA$178,006IIIJan 29, 2025
Qualcomm Technologies, Inc.San Diego, CA$145,000IIIJan 29, 2025
Qualcomm Technologies, Inc.San Diego, CA$145,000IIIJan 13, 2025
Qualcomm Technologies, Inc.Santa Clara, CA$178,006IIIOct 23, 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.