Sean McCann, 2026 Michigan 4th District House Democratic candidate
Sean McCann
DEMOCRATIC
Michigan State Senate (D)
2019 – Present
Michigan state flag

2026 Michigan 4th District House Polls

Bill Huizenga, 2026 Michigan 4th District House Republican candidate
Bill Huizenga*
REPUBLICAN
US House of Representatives (R-MI)
2011 – Present

2026 Michigan 4th District House Polling Average:

Aggregate of all polls released for Michigan's 4th congressional district House election between Democrat Sean McCann and Republican Bill Huizenga. This page will update the moment new polls are released, including the polling average, projected margin, and survey details.

Year
2026
Race
House
District
MI-4
Democratic candidate
Sean McCann
Republican candidate
Bill Huizenga
Incumbent / open seat
Bill Huizenga
Polling average
44.9% D / 46.6% R
Polling average margin
R +1.7
Last updated
12:00 AM on June 1, 2026
Polls included
3
Latest poll
GBAO (D) — June 1, 2026

Michigan 4th District House Polling Trend

2026 Michigan 4th district House Polling Average

Bill Huizenga leads Sean McCann by 1.7% in the Pollsmax polling average for the 2026 Michigan 4th district House election, 46.6% to 44.9%. The average currently aggregates results from 3 polls. According to the latest Michigan 4th district House poll, conducted by GBAO (D) on June 1, McCann leads Huizenga 48% to 45%.

Democrat

%

Weighted polling average

Republican

%

Weighted polling average

Net margin

Polling average difference

Polls Included

Number of polls conducted

Latest Michigan 4th District House Polls

Pollster
Date
Sample
Bill Huizenga
Sean McCann
Margin
Polling Average
46.6%
44.9%
R +1.7
GBAO (D)
June 1, 2026
500 LV
45%
48%
D +3.0
Ragnar Research Partners (R)
March 14, 2026
400 LV
48%
42%
R +6.0
Public Policy Polling (D)
November 21, 2025
559 RV
44%
42%
R +2.0

About the Pollsmax Polling Average

Pollsmax creates a time-weighted and partisanship-adjusted polling average from an aggregate of all polls conducted for the general election. See the polling methodology to learn more about how polls are standardized and weighted.