U.S. representative, Air Force Reserve officer and former Iowa legislator. Nunn has also worked in cybersecurity and national-security roles and is seeking another term in the highly competitive 3rd District.
Office of Congressman Zach Nunn / U.S. House of Representatives
Elected to Congress in 2022 and reelected in 2024.
Previously served in both chambers of the Iowa Legislature.
Air Force combat veteran/Reserve officer with national-security and cybersecurity experience.
Has a complete U.S. House roll-call record linked below.
Campaign ads, attacks and response media reviewed
“Never held a town hall” attack
Sponsor: DCCC / Sarah Trone Garriott allies · Date: 2026
Democratic opposition material says Nunn has never held a public town hall during his congressional tenure.
IA Fact Check assessment: Checkable claim, but “town hall” definition matters
The narrow question is whether Nunn held an open, publicly accessible constituent town hall, not whether he attended public events, roundtables or invitation-only meetings. The claim should be updated if an open event meeting the ordinary town-hall definition is documented.
2026 reelection launch video
Sponsor: Zach Nunn for Congress · Date: 2026 filing period
Nunn’s reelection launch presents his military biography, constituent coalition and congressional record as the case for another term in Iowa’s 3rd District.
IA Fact Check assessment: Candidate promotional media — claims should be checked individually
This is candidate-produced promotional media, so it is useful primary evidence of how Nunn is presenting his record but not independent validation of broad claims such as support from “every corner” of the district or the effect of his legislative work. Those claims remain auditable through election, congressional and voting records.
This profile separates documented actions and quotations from campaign interpretation. Where an opponent uses a political label, the label is presented as advocacy rather than converted into a factual finding unless the underlying evidence supports the narrower claim.
