Presidential election · 1920
1920 electoral map
Warren G. Harding (Republican) won the 1920 presidential election with 404 electoral votes to James M. Cox's 127. Harding carried 37 of the 48 states that took part.
Winner
Warren G. Harding
404
Democratic
James M. Cox
127
266 needed to win · official Electoral College count
DemocraticRepublicanNot a state yet / did not vote
States won in 1920
James M. Cox· Democratic
11 statesWarren G. Harding· Republican
37 statesNew York 45Pennsylvania 38Illinois 29Ohio 24Massachusetts 18Missouri 18Indiana 15Michigan 15New Jersey 14California 13Iowa 13Wisconsin 13Minnesota 12Tennessee 12Kansas 10Oklahoma 10Maryland 8Nebraska 8West Virginia 8Connecticut 7Washington 7Colorado 6Maine 6North Dakota 5Oregon 5Rhode Island 5South Dakota 5Idaho 4Montana 4New Hampshire 4Utah 4Vermont 4Arizona 3Delaware 3Nevada 3New Mexico 3Wyoming 3
Electoral College in 1920
48 states held 531 electoral votes in 1920; a majority was 266. The largest prize was New York with 45 electoral votes.
Compare with every other election, see electoral votes by state today, or draw your own 2028 map.
Sources: Wikipedia (CC BY-SA 4.0): results by state, electors by state and year, and the 1920 election article.